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	<title>Bookkeeping &#8211; Hongyi Plastic</title>
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	<title>Bookkeeping &#8211; Hongyi Plastic</title>
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		<title>Write-Offs: Understanding Different Types To Save on Taxes</title>
		<link>https://hongyiplastic.chinagoods.com/2023/07/01/write-offs-understanding-different-types-to-save/</link>
					<comments>https://hongyiplastic.chinagoods.com/2023/07/01/write-offs-understanding-different-types-to-save/#respond</comments>
		
		<dc:creator><![CDATA[wangjie]]></dc:creator>
		<pubDate>Fri, 30 Jun 2023 17:56:34 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[Content Resources for Your Growing Business If you aren’t (or weren’t) married, associate your third child with… American Opportunity Tax Education Credit What Is The Property Tax Deduction? Child and dependent care expenses Is it the right time to downsize? Learn about your options and get personalized results in about 4 minutes. All working families [...]]]></description>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Resources for Your Growing Business</a></li>
<li><a href="#toc-1">If you aren’t (or weren’t) married, associate your third child with…</a></li>
<li><a href="#toc-2">American Opportunity Tax Education Credit</a></li>
<li><a href="#toc-3">What Is The Property Tax Deduction?</a></li>
<li><a href="#toc-4">Child and dependent care expenses</a></li>
<li><a href="#toc-5">Is it the right time to downsize? Learn about your options and get personalized results in about 4 minutes.</a></li>
</ul>
</div>
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" width="254px" alt="what is a tax write-off example"/></p>
<p>All working families will get the full credit if they make up to $150,000 for a couple or $112,500 for a family with a single parent (also called Head of Household). In order for your loved one to be considered a dependent, they must not have earned or received more than the gross income test limit for the tax year. This test limit is set by the Internal Revenue Service and can vary from year to year. IN 2021, THAT LIMIT WAS SET AT $4.300, but it typically does not include income they may receive from Social Security.</p>
<div style='text-align:center'><iframe width='569' height='311' src='https://www.youtube.com/embed/K-lgwReX9k4' frameborder='0' alt='what is a tax write-off example' allowfullscreen></iframe></div>
<p>Landlords with average gross receipts of $25 million or more (this amount adjusts annually for inflation) over the past three years can deduct only up to 30% of their adjusted taxable income. (I.R.C. § 163(j).) (You might hear this limit referred to as the &#8220;Section 163(j) Limitation.&#8221;) However, such landlords can avoid this limit by agreeing to depreciate their rental property over 30 years. So, while the IRS requires that you report jury <a href="https://www.digitalconnectmag.com/a-deep-dive-into-law-firm-bookkeeping/" target="_blank" rel="noopener">https://www.digitalconnectmag.com/a-deep-dive-into-law-firm-bookkeeping/</a> pay as income, you are allowed to claim a tax deduction for jury pay (if any), that you returned to your employer. Just remember, that the state and local tax deduction is limited to $10,000 a year ($5,000 if married filing separately). No, there is neither a dollar limit nor is there a lifetime limit on the tax credit. The credit is only limited to 30% of qualified expenditures made for property placed in service in a given year.</p>
<h2 id="toc-0">Resources for Your Growing Business</h2>
<p>For example, you can only write off the depreciation for computers and cars over a five-year period. For furniture and appliances, you can write off the depreciation over a seven-year period. And if your business experiences losses for several consecutive years, you won’t get penalized. If you work with freelancers or contractors on a regular basis, remember that you are required to send them a Form 1099-NEC if you pay them more than $600 during the tax year. If you get audited and it’s found that you did not provide a Form 1099 to a contractor, you could face a penalty fee.</p>
<p>The only qualification is that your phone and internet use must be essential to your business’s ability to operate every day. Small business owners who rent office space can deduct the monthly payment from their taxable income. In addition to the cost of rent for the physical building space, you are also <a href="https://investrecords.com/the-importance-of-accurate-bookkeeping-for-law-firms-a-comprehensive-guide/" target="_blank" rel="noopener">law firm bookkeeping</a> allowed to deduct the cost of rent for a business parking garage. The mortgage interest tax deduction is touted as a way to make homeownership more affordable.  It cuts the federal income tax that qualifying homeowners pay by reducing their taxable income by the amount of mortgage interest they pay.</p>
<h2 id="toc-1">If you aren’t (or weren’t) married, associate your third child with…</h2>
<p>Trips to your doctor’s office or hospital appointments qualify for medical mileage. For 2022, you can deduct 18 cents a mile for travel you made for medical purposes through June 2022. The amount has increased to  22 cents a mile from July 1, 2022, through the end of the year. As you learn about these and other tax write-offs, consider how they might apply to your specific tax situation and expenses you’ve incurred throughout the year. If you choose the standard deduction, you’ll subtract a predetermined dollar amount from your AGI.</p>
<p>If you use tools like Klaviyo or AdEspresso to manage your email and Facebook campaigns, they count as “ordinary and necessary” marketing expenses. If you hold any of these insurance policies to help protect your business, you may be able to write the premiums off. If the insurance policies are common and necessary, you can write off the full amount. Continue reading to learn what vehicles qualify for the full Section 179 deduction. In addition, if your business sells products and uses a third-party payment vendor, like PayPal or Square, you can deduct those fees, too. In addition, you can write off the cost of Wi-Fi that you have to purchase for work purposes, such as while traveling on a plane or staying at a hotel.</p>
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		<title>Working Capital Turnover Ratio Calculator</title>
		<link>https://hongyiplastic.chinagoods.com/2023/06/24/working-capital-turnover-ratio-calculator/</link>
					<comments>https://hongyiplastic.chinagoods.com/2023/06/24/working-capital-turnover-ratio-calculator/#respond</comments>
		
		<dc:creator><![CDATA[wangjie]]></dc:creator>
		<pubDate>Fri, 23 Jun 2023 17:50:50 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://hongyiplastic.chinagoods.com/?p=4245</guid>

					<description><![CDATA[The working capital turnover ratio compares a company’s net sales to its net working capital (NWC) in an effort to gauge its operating efficiency. From working capital, we can get away with an idea regarding the scenery of the business or, in other words, how effectively the particular business is going. So, it reflects the [...]]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="358px" alt="working capital turnover ratio formula"/></p>
<p><p>The working capital turnover ratio compares a company’s net sales to its net working capital (NWC) in an effort to gauge its operating efficiency. From working capital, we can get away with an idea regarding the scenery of the business or, in other words, how effectively the particular business is going. So, it reflects the short-term liquidity of the particular company and the degree of operational efficiency we can measure based on a higher current asset over current liabilities.</p>
</p>
<div style='border: black solid 1px;padding: 12px;'>
<h3>Bonhoeffer Capital Management Q1 2023 Letter &#8211; Seeking Alpha</h3>
<p>Bonhoeffer Capital Management Q1 2023 Letter.</p>
<p>Posted: Sat, 24 Jun 2023 06:30:00 GMT [<a href="https://news.google.com/rss/articles/CBMiVWh0dHBzOi8vc2Vla2luZ2FscGhhLmNvbS9hcnRpY2xlLzQ2MTMzOTktYm9uaG9lZmZlci1jYXBpdGFsLW1hbmFnZW1lbnQtcTEtMjAyMy1sZXR0ZXLSAQA?oc=5" rel="nofollow noopener" target="_blank">source</a>]
</div>
<p><p>Usually, working capital turnover ratios are calculated on a calendar year basis. However, companies can also calculate this ratio for a specific period of time as well since changes in liabilities or assets can affect a company&#8217;s working capital turnover ratio. Working capital is the difference between a company’s current assets and current liabilities.</p>
</p>
<p><h2>How to Calculate Capital Turnover (Step-by-Step)</h2>
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<p><p>By effectively utilising a company’s resources, working capital management can improve cash flow management and earnings quality. The timing of accounts payable is also part of working capital management (i.e., paying suppliers). A company can save money by deferring payments to suppliers and taking advantage of available credit.</p>
</p>
<p><p>The company may overinvest in inventory and face an increase in accounts receivable, which causes an increase in obsolete inventory and an increase in bad debts. Working capital is calculated from the difference between current assets and current liabilities. If current assets exceed current liabilities, the company has sufficient capital to finance day-to-day operations. Other examples include current assets of discontinued operations and interest payable. Working capital turnover is a ratio that measures how efficiently a company is using its working capital to support sales and growth. This is because it shows efficient management in managing short-term assets and liabilities.</p>
</p>
<p><h2>What is the Working Capital Turnover Ratio?</h2>
</p>
<p><p>Working capital is the operating capital that a company utilizes in its day-to-day activities. After all obligations have been met, this method gives a company an accurate estimate of how much money it has available to allocate toward operations (debts, bills, etc.). Companies that have a greater working capital turnover ratio are more efficient in their operations and revenue generation. It is meant to indicate how capable a company is of meeting its current financial obligations and is a measure of a company&#8217;s basic financial solvency. A high turnover ratio suggests that management is maximising the use of a company’s short-term assets and liabilities to boost sales.</p>
</p>
<ul>
<li>A negative amount of working capital indicates that a company may face liquidity challenges and may have to incur debt to pay its bills.</li>
<li>Employee turnover rate is a metric that tells you the percentage of staff members who left the company over a period of time.</li>
<li>It requires management to improve the conversion of inventory to sales, billing to customers, and payments to suppliers.</li>
<li>You can calculate the current ratio by taking current assets and dividing that figure by current liabilities.</li>
</ul>
<p><p>It’s just a sign that the short-term liquidity of the business isn’t that good. For example, a positive WC might not really mean much if the company can’t convert its inventory or receivables to cash in a short period of time. Technically, it might have more current assets than current liabilities, but it can’t pay its creditors off in inventory, so it doesn’t matter. Conversely, a negative WC might not mean the company is in poor shape if it has access to large amounts of financing to meet short-term obligations such as a line of credit.</p>
</p>
<p><h2>Working Capital Turnover Ratio</h2>
</p>
<p><p>So higher trade receivable suggests there  is a chance of a bed date in the future if the business  scenario is not favored for the company. On the other hand, trade payables r generally credit given by the supplier. The disadvantage of the working capital turnover ratio is that it varies widely across and between industries and companies; therefore, for comparison purposes, compare. In other words, this ratio shows the net sales generated as a result of investing one dollar of working capital.</p>
</p>
<p><p>It reveals to the company the number of net sales generated from investing one dollar of working capital. The ratio can as well be interpreted as the number of times in a year working capital is used to generate sales. Companies focus on inventory management while also paying close attention to accounts payable and accounts receivable to help them efficiently manage their working capital. Typically speaking, a high working capital turnover ratio may give you a Competitive Edge in your industry. Because it indicates you use your working capital more times every year, the idea is that money is flowing in and out of your business quite well.</p>
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<p><h2>AP &#038; FINANCE</h2>
</p>
<p><p>Working Capital Turnover Ratio Formula can be interpreted as how much Working Capital is utilized per sales unit. In other words, this ratio gives per unit of Working Capital for Sales done. Siyaram Silk and Orbit Exports have the best Working Capital Turnover ratio with the sales done, i.e., 2.61 and 2.93. As we understand the meaning of both the terms, namely Working Capital and Turnover, we are good to understand the Working Capital Turnover Ratio. Suppose a business had $200,000 in gross sales in the past year, with $10,000 in returns. In particular, comparisons among different companies can be less meaningful if the effects of discretionary financing choices by management are included.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="356px" alt="working capital turnover ratio formula"/></p>
<p><p>Working Capital Management involves monitoring cash flow, along with the current assets and current liabilities. It also includes ratio analysis of various elements of operating expenses including the working capital turnover, the inventory turnover ratio, and the collection <a href="https://turbo-tax.org/turbotax-2020/" target="_blank" rel="noopener">https://turbo-tax.org/turbotax-2020/</a> ratio. We calculate working capital turnover by dividing revenue by average working capital. Meanwhile, the average working capital is calculated by adding up the working capital of the current period with the number in the previous period, divided by 2.</p></p>
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		<item>
		<title>The Peril and Promise of Preferred Stock by Ben Walther :: SSRN</title>
		<link>https://hongyiplastic.chinagoods.com/2023/05/09/the-peril-and-promise-of-preferred-stock-by-ben/</link>
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		<dc:creator><![CDATA[wangjie]]></dc:creator>
		<pubDate>Tue, 09 May 2023 01:50:48 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://hongyiplastic.chinagoods.com/?p=5371</guid>

					<description><![CDATA[Content Annual/Semi-Annual Reports To Add to an Account 1.2.2 Preferred stock Internet Security Policy Preferred Stock vs. Bonds Please Sign in to set this content as a favorite. Preferred shares Preferred stock also has a set redemption price that a company will eventually pay to redeem it. This redemption value, like a bond at maturity, [...]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Annual/Semi-Annual Reports</a></li>
<li><a href="#toc-1">To Add to an Account</a></li>
<li><a href="#toc-2">1.2.2 Preferred stock</a></li>
<li><a href="#toc-3">Internet Security Policy</a></li>
<li><a href="#toc-5">Preferred Stock vs. Bonds</a></li>
<li><a href="#toc-6">Please Sign in to set this content as a favorite.</a></li>
<li><a href="#toc-7">Preferred shares</a></li>
</ul>
</div>
<p>Preferred stock also has a set redemption price that a company will eventually pay to redeem it. This redemption value, like a bond at maturity, limits how much investors are willing to pay for preferred shares. You may purchase or sell Fund shares through a financial intermediary, which may charge you a fee for this service and may require different minimum initial and subsequent investments than the Funds. Financial intermediaries may also impose other charges or restrictions different from those applicable to shareholders who invest in the Fund directly. In addition, a broker may charge a commission to its customers on transactions in Fund shares, provided the broker acts solely on an agency basis for its customer and does not receive any distribution-related payment in connection with the transaction.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="when preferred stock carries a redemption privilege the shareholders may"/></p>
<p>The report will tell you which dividends must be treated as taxable ordinary income, qualified dividends, or long-term capital gains. Taxes and Income Dividends and Capital Gains Distributions The Fund will distribute substantially all of its income and capital gains to its shareholders every year. Valuing securities through a fair value determination involves greater reliance on judgment than valuation of securities based on readily available market quotations. In some instances, lack of information and uncertainty as to the significance of information may lead to a conclusion that a prior valuation is the best indication of a security’s value. When fair value pricing is employed, the prices of securities used by the Fund to calculate its NAV may differ from quoted or published prices for the same securities.</p>
<h2 id="toc-0">Annual/Semi-Annual Reports</h2>
<p>The exchange may happen when the investor wants, regardless of the prices of either share. Once the exchange has occurred, the investor has relinquished its right to trade and can not convert the common shares back to preferred shares. Convertible preferred stock usually has predefined guidance on how many shares of common stock it can be exchanged for.</p>
<div style='text-align:center'><iframe width='563' height='312' src='https://www.youtube.com/embed/MftP99fgUpo' frameborder='0' alt='when preferred stock carries a redemption privilege the shareholders may' allowfullscreen></iframe></div>
<p>Such models may not adequately account for all relevant factors, may rely on inaccurate data inputs or assumptions or may contain design flaws. If inaccurate market data is entered into the model, the resulting information will be incorrect. Any such issues  could prevent <a href="https://simple-accounting.org/how-to-sell-preferred-stock/" target="_blank" rel="noopener">https://simple-accounting.org/how-to-sell-preferred-stock/</a> Dodge &amp; Cox from considering the full range of potential investments, which could negatively impact the Fund’s performance. Also, depending on market conditions, Dodge &amp; Cox’s investing style may perform better or worse than portfolios with a different investment style.</p>
<h2 id="toc-1">To Add to an Account</h2>
<p>In addition, there are considerations to make regarding the order of rights should a company be liquidated. In most cases, debtholders receive preferential treatment, and bondholders receive proceeds from liquidated assets. Then, preferred shareholders receive distributions if any assets remain. Common stockholders are last in line and often receive minimal or no bankruptcy proceeds. It&#8217;s worth pointing out that some preferred stock may explicitly state that it is noncumulative.</p>
<ul>
<li>So, for example, if the Fund exceeds a limit as a result of market fluctuations or the sale of other securities, it will not be required to dispose of any securities.</li>
<li>Action by such a government could have a significant effect on the market price of securities issued in its country.</li>
<li>At times additional compensation (interest) is awarded to the holder of this type of preferred stock.</li>
</ul>
<p>Now, you have to decide that how much you can invest at the inception. After deciding it, you need&nbsp;to deposit some amount as a part of initial investments with your broker who will purchase the securities on your instructions. The best form of investment is a mutual fund <a href="https://simple-accounting.org/" target="_blank" rel="noopener">https://simple-accounting.org/</a> as the risk is comparatively less than the individual stocks. Do not recklessly believe on any good advice, because there are some investments which will give you high returns, but they are the riskiest ones so think twice before you invest anywhere in&nbsp;the stock market.</p>
<h2 id="toc-2">1.2.2 Preferred stock</h2>
<p>You should read the current prospectus of the Fund into which the exchange is being made. By Check Checks will be made payable to you and will be sent to your address of record. If the proceeds of the redemption are requested to be sent to other than the address of record or if the address of record has been changed within 15 days of the redemption request, the request must be in writing with your signature(s) Medallion guaranteed.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What privileges do preferred stockholders have quizlet?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Preferred stockholders have the right to share in the distribution of corporate earnings before common stockholders.</p>
</div></div>
</div>
<p>For purposes of this paragraph, the term “Specified Adult” refers to an individual who is a natural person (a) age 65 and older, or (b) age 18 and older and whom the Transfer Agent reasonably believes has a mental or physical impairment that renders the individual unable to protect his or her  own interests. Small cap companies may be more volatile and subject to greater short term risk than larger, more established companies. They are likely to be less liquid than companies with larger market capitalizations, which could affect the overall liquidity of the Fund’s portfolio. In addition, smaller companies may have limited product lines or markets, be less financially secure, and depend on a more limited management group than larger companies.</p>
<h2 id="toc-3">Internet Security Policy</h2>
<p>This means that should a company issue a dividend but not actually pay it out, that unpaid dividend is accumulated and must be made in a future period. It is also important to note that preferred stock takes precedence over common stock for receiving dividend payments. This means that a share of cumulative preferred stock must have all accumulated dividends from all prior years paid before any other lower-tier share can receive dividend payments. Cumulative preferred stock includes a provision that requires the company to pay shareholders all dividends, including those that were omitted in the past, before the common shareholders are able to receive their dividend payments.</p>
<ul>
<li>When-issued securities are purchased at a specific price for settlement on a future date in order to secure what is considered an advantageous price or yield at the time of entering into the transaction.</li>
<li>We maintain physical, electronic, and procedural safeguards that comply with federal standards to protect your nonpublic personal information.</li>
<li>The redemption price will be the NAV which is next computed after receipt of a redemption request in good order (see Pricing of Shares) by the Transfer Agent or other authorized agent or sub-agent.</li>
<li>Financial Intermediaries In general, it is the Fund’s expectation that each financial intermediary will enforce either the Fund’s or its own excessive trading policy.</li>
</ul>
<p>“Certificate of Incorporation” shall mean the Certificate of Incorporation of the Corporation, as modified by this Certificate of Designations, as further amended or amended or restated in accordance with applicable law and this Certificate of Designations. The Fund may also waive the application of excessive trading policies and procedures when it is determined that enforcement of such policies and procedures is not necessary to protect the Fund from the effects of short-term trading. A Medallion Signature Guarantee may be obtained from a domestic bank or trust company, broker, dealer, clearing agency, savings association, or other financial institution which participates in a Medallion program recognized by the Securities Transfer Association. Signature guarantees from financial institutions which do not participate in a Medallion program will not be accepted. By Wire The Fund will wire redemption proceeds only to the bank account designated on the Account Application or in written instructions—with Medallion signature guarantee—received with the redemption order. Complete and sign the Account Application or IRA Application with a check for investment.</p>
<h2 id="toc-4">(expenses that you pay each year as a percentage of the value of your investment)</h2>
<p>The Fund has traditional IRA and Roth IRA Plans available for shareholders of the Fund. The Fund is intended for long-term investment purposes and not for market timing or excessive short-term trading (“excessive trading”). The Fund’s Board of Trustees has approved policies and procedures designed to detect and deter excessive trading in the Fund.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Does preferred stock get preemptive rights?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Preemptive rights are generally granted to preferred shareholders and may be limited in certain respects. Such limitations commonly include: Major Investor &#8211; Rights of first offer apply to holders of a certain amount or percentage of shares (Major Investors).</p>
</div></div>
</div>
<p>An investor must sell their shares at their choosing to redeem the shares. If you couldn’t find any such direct purchasing, then you can contact a broker to help you in purchasing the securities of the companies which are&nbsp;already listed on the Stock Exchanges like National Stock Exchange or Bombay Stock Exchange. It could be a little bit expensive as you have to pay the brokerage charges. But, the broker will help you in opening an account&nbsp;and complete the legal formalities on your behalf.</p>
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		<title>Property Management Accounting: A Complete Starter Guide</title>
		<link>https://hongyiplastic.chinagoods.com/2023/04/20/property-management-accounting-a-complete-starter/</link>
					<comments>https://hongyiplastic.chinagoods.com/2023/04/20/property-management-accounting-a-complete-starter/#respond</comments>
		
		<dc:creator><![CDATA[wangjie]]></dc:creator>
		<pubDate>Thu, 20 Apr 2023 06:58:50 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://hongyiplastic.chinagoods.com/?p=1815</guid>

					<description><![CDATA[Content Tax Preparation Services Different Types of Real Estate Accounting Software Parameters to Track in Real Estate Accounting Why do most joint ventures in property development FAIL? Equity Cull or combine unnecessary accounts, double-check accuracy, see where you might be overspending, and use that data to inform your moves for the following year. Depending on [...]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Tax Preparation Services</a></li>
<li><a href="#toc-1">Different Types of Real Estate Accounting Software</a></li>
<li><a href="#toc-2">Parameters to Track in Real Estate Accounting</a></li>
<li><a href="#toc-3">Why do most joint ventures in property development FAIL?</a></li>
<li><a href="#toc-5">Equity</a></li>
</ul>
</div>
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" width="252px" alt="commercial real estate accounting"/></p>
<p>Cull or combine unnecessary accounts, double-check accuracy, see where you might be overspending, and use that data to inform your moves for the following year. Depending on the size of your business, you might be managing properties by yourself or with a large team. It&#8217;s impossible to know just how many accounts you&#8217;ll need over the next decade for your chart of accounts. These are two very different sets of tasks and should be kept separate to maintain accurate accounting. These reports are arguably one of the three most important things your accounting system does for you .</p>
<div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/IFYGWO8m5aY' frameborder='0' alt='commercial real estate accounting' allowfullscreen></iframe></div>
<p>In real estate, you might gain income by collecting rent from a tenant. American accounting has an enormous amount of rules and requirements. They’re important regulations, but they can also be overwhelming, especially if your real estate business is small. If you’re not sure where to get started, here’s some friendly advice—hire an accounting service for real estate professionals. Budgeting and forecasting are two key financial planning and analysis tools that businesses use to plan their operations and make informed decisions. While they are often used interchangeably, budgeting and forecasting have distinct differences in terms of purpose, scope, and timeframe.</p>
<h2 id="toc-0">Tax Preparation Services</h2>
<p>Our approach to property management is to devise and implement a customized plan that increases cash flow and return on your investment, ultimately creating additional value for you. This goal may seem obvious, but  it is a continuing challenge for investors everywhere. With the increasing daily necessities of an average person, his expenses are increasing day by day. To meet these expenses, one of the most preferred choices these days are ‘INVESTMENT’. Apart from the regular paid jobs and businesses, investment not only helps you earn extra benefits but also gives you a sense of financial security as a backup income.</p>
<p>Controlling cash flow means starting with a robust forecast, then using it to manage the interconnected cash-impacting functions of AP, AR, and obtaining credit. Leverage invoice prediction and auto-reminder campaigns to get paid faster. Eliminate time-consuming manual tasks by automating cash flow forecasts, accounts payable workflows, and collections processes. Gain <a href="https://www.projectpractical.com/accounting-in-retail-inventory-management-primary-considerations/" target="_blank" rel="noopener">https://www.projectpractical.com/accounting-in-retail-inventory-management-primary-considerations/</a> visibility and control over all aspects of cash flow, from cash balances to forecasting, payments to collections, plus integrated credit. Our advisors provide guidance on best practices and how refining your approach to managing cash flow can help you thrive. Owning and maintaining leased commercial real estate requires full and ongoing management by the owner.</p>
<h2 id="toc-1">Different Types of Real Estate Accounting Software</h2>
<p>Overlooked tax strategies could present opportunities for companies to realize significant savings during COVID-19. Tax incentives encourage reducing energy consumption in the real estate sector, which could help mitigate the impacts of climate change. Dive deeper into industry hot topics to help your business <a href="https://www.scoopbyte.com/the-role-of-real-estate-bookkeeping-services-in-customers-finances/" target="_blank" rel="noopener">real estate bookkeeping</a> stay ahead of change and plan for what’s next with our complimentary webcasts, available to view on demand. Our Personal Tax Guide highlights tax planning ideas that may help you minimize your tax liability. Use this guide to identify issues that may impact you, then discuss them with your tax advisor.</p>
<ul>
<li>The cash accounting method records transactions when they&#8217;re either paid, or payment is received (depending on whether you&#8217;re paying a bill or receiving a payment from a tenant).</li>
<li>• Type B leases will be those considered operating leases under current accounting guidelines and will be account as rent expense on a straight-line basis over the term of the lease.</li>
<li>Business and personal finances should never be recorded together.</li>
<li>The accounting experts and consulting professionals at MKS&#038;H work together to help you achieve the financial results you want.</li>
<li>Negative gearing is often called &#8220;capital growth property.&#8221; Buying a property with the expectation that it would appreciate over time.</li>
</ul>
<p>The disclosure of all the income and expenses occurred directly or indirectly, while purchasing and maintaining the property will grant tax leniency on the total income earned by the owner. • All leases will be required to be capitalized on the balance sheet except short term leases . And, we can help you navigate complex global and local regulations and reporting requirements.</p>
<h2 id="toc-2">Parameters to Track in Real Estate Accounting</h2>
<p>Total Management offers a commercial-specific solution that&#8217;s known for having an easy setup and intuitive interface. There are details to keep in mind throughout every part of the timeline and within each rule. At the heart of the 1031 exchange is  the 1031 exchange timeline, which dictates how a 1031 exchange is performed. According to the Tax Cuts and Jobs Act, &#8220;Section 1031 now applies only to exchanges of real property and not to exchanges of personal or intangible property.&#8221;</p>
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		<title>How much do accountants charge?</title>
		<link>https://hongyiplastic.chinagoods.com/2023/04/11/how-much-do-accountants-charge/</link>
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		<dc:creator><![CDATA[wangjie]]></dc:creator>
		<pubDate>Tue, 11 Apr 2023 02:32:55 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://hongyiplastic.chinagoods.com/?p=3976</guid>

					<description><![CDATA[Content Onboard your accountant Why startups choose Choose an accounting method Personal and business insurance Keep financial records up to date Small Limited Company accounting costs in the UK Not only that, but all of our services provide you with our signature bookkeeping and accountancy software. The cloud-based software that we provide is driven by [...]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Onboard your accountant</a></li>
<li><a href="#toc-1">Why startups choose</a></li>
<li><a href="#toc-2">Choose an accounting method</a></li>
<li><a href="#toc-3">Personal and business insurance</a></li>
<li><a href="#toc-5">Keep financial records up to date</a></li>
<li><a href="#toc-6">Small Limited Company accounting costs in the UK</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="typical cpa fees for setting up bookkeeping system of a startup"/></p>
<p>Not only that, but all of our services provide you with our signature bookkeeping and accountancy software. The cloud-based software that we provide is driven by a mix of sophisticated technology and supported by our on-hand accountants. Generate reports in the blink of an eye and manage payroll with a click of a button. Financial reporting gives you a clear picture of your company&#8217;s finances. While the best accounting software can provide easy to view, understandable reports in just a few keystrokes, financial reporting is best done by a professional accountant. An experienced accountant can read between the lines  to pinpoint areas of your business that are leaking money.</p>
<ul>
<li>This means collecting debts on time and using accounting software to help you stay organised.</li>
<li>The bottom line is that accountants in different parts of the country charge very different fees.</li>
<li>There can be any number of partners in a partnership, but it is most common for there to be two (dual-partnership) or three (triple-partnership).</li>
<li>But as your practice grows, you need to know how to choose whether or not to take on a new client.</li>
<li>Perpetual stock management is a system of tracking and recording inventory electronically after production of a single or batch of unit items.</li>
</ul>
<p>A limited partnership must have at least one general partner and one limited partner. Business debts are dealt with under what’s known as Joint and Several Liability. This means all members of the partnership are responsible for the debts.</p>
<h2 id="toc-0">Onboard your accountant</h2>
<p>If you use a car, van or other vehicle for your business, keep a record of when and why you used it for business, and the mileage of each trip. If you work from home you can claim for a proportion of your rent or mortgage and domestic bills including telephone and internet charges, as well as gas and electricity. You can also claim for capital allowances for buying equipment or vehicles. The work then piles up &#8211; probably in a box file or shoebox &#8211; and you get further and further behind, to the point where you never have time to catch up. The more you try to hide from the problem, the more it will occupy your thoughts. Bookkeeping really is one of those things where if you do a little bit every day, you will always be in control.</p>
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<h3>Are startup costs capitalized or expensed?</h3>
</div>
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<p>It can be a bit subjective in determining what is a start-up cost, but start-up costs should always be expensed as incurred. Typically, start-up costs include any expense that is incurred prior to the business generating revenue.</p>
</div></div>
</div>
<p>Any person or business who is involved in the preparation of financial reports must comply with the regulations regarding how reporting is done. The Financial Reporting Standards ensure that companies maintain their credibility and report their finances in an honest and transparent manner. You must apply for an Anti-Money Laundering Licence at least 45 days before your business begins operating. One of the most popular licences is the Practice Licence with the ICB. This licence also provides your business with supervision under the Money Laundering  Regulations and tools and guidance to help you ensure you are complying.</p>
<h2 id="toc-1">Why startups choose</h2>
<p>However, this plan does also come with some strict usage limits – you can only send 20 invoices and quotes and enter five bills per month. It’s a steep increase, especially given that the Standard plan offers no other extra features. With over&nbsp;4.5 million businesses&nbsp;around the world relying on its services, this accounting software powerhouse is leading the industry <a href="https://grindsuccess.com/bookkeeping-for-startups/" target="_blank" rel="noopener">https://grindsuccess.com/bookkeeping-for-startups/</a> – with great features and some of the most transparent, affordable pricing around. In the next section, we will discuss the importance of tax planning for new businesses and how accountants can help in this process. In this section, we will discuss the importance of financial planning and budgeting for a new business and how accountants can help in this process.</p>
<ul>
<li>An accountant will help you prepare in time to meet any HMRC deadlines.</li>
<li>ZipBooks is a classic piece of accounting software that offers just enough, but not too much.</li>
<li>After you’ve registered your business, you need to look into setting up a business bank account ASAP.</li>
<li>If required, outsourced back-office support can also provide a business with sophisticated accounting software at an extra cost to help streamline accounting processes and protect financial data through cloud-based platforms.</li>
</ul>
<p>They will also be able to complete your bookkeeping, allowing you to concentrate on business activities. Without proper accounting, startups may find themselves operating at a loss or unable to accurately measure the success of their initiatives. Accounting helps start-ups track their income, expenses, and other valuable metrics that can give them the insights they need to manage their finances more effectively. Since businesses and industries have different requirements, costs depend on variables such as whether you need office or warehouse space, physical inventory and licensing.</p>
<h2 id="toc-2">Choose an accounting method</h2>
<p>The longer sales process involved in bookkeeping will mean you won’t have the capacity to take on more clients and it will take longer for you to earn each commission. You need to always stay up to date on laws and regulations regarding business finances, changes in payroll and taxes, and even the different software and programmes that are released. If you don’t do this, it could create financial issues for the company, or even result in legal implications. As you gain experience and your business grows, you can begin to charge premium prices. The larger the revenue of the businesses you work with, the higher your price points will be. Businesses are willing to pay top prices for the best bookkeepers who can help improve their finances and this is something you can take advantage of.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="typical cpa fees for setting up bookkeeping system of a startup"/></p>
<p>An income statement is laid out with revenue as the top line item, followed by cost of sales and then gross profit. If you subtract cost of sales from revenue, you get your gross profit line item, which accounts for the revenue your company has earned minus the cost of sales, but before expenses are subtracted. The income statement, also referred to as the Profit &amp; Loss or P&amp;L statement (as illustrated in CFI’s example above), is arguably the most important financial statement. Every business plan should include an income statement because it’s a key financial snapshot that helps to evaluate your company’s performance. This standard is more commonly used than the cash method as it gives you a more realistic version of income and expenses during a specific time period.</p>
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		<item>
		<title>Pros and Cons of Hubdoc 2023</title>
		<link>https://hongyiplastic.chinagoods.com/2023/04/03/pros-and-cons-of-hubdoc-2023/</link>
					<comments>https://hongyiplastic.chinagoods.com/2023/04/03/pros-and-cons-of-hubdoc-2023/#respond</comments>
		
		<dc:creator><![CDATA[wangjie]]></dc:creator>
		<pubDate>Mon, 03 Apr 2023 12:28:02 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://hongyiplastic.chinagoods.com/?p=2979</guid>

					<description><![CDATA[Content Bookkeeping Software Financial Reporting Software Also see other Products/Services by Hubdoc in: Integrate Hubdoc with your business! Document Collection What is Hubdoc and how can this newly Xero acquired company help small businesses in Dubai? One popular application that is leading the way&#160;is Hubdoc. A storage solution that aims to eliminate your need for [...]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Bookkeeping Software</a></li>
<li><a href="#toc-1">Financial Reporting Software</a></li>
<li><a href="#toc-2">Also see other Products/Services by Hubdoc in:</a></li>
<li><a href="#toc-3">Integrate Hubdoc with your business!</a></li>
<li><a href="#toc-5">Document Collection</a></li>
<li><a href="#toc-6">What is Hubdoc and how can this newly Xero acquired company help small businesses in Dubai?</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/a8cfb183-0a48-4717-b7de-6132efcb2ef7-300x200.webp" width="250px" alt="what is hubdoc"/></p>
<p>One popular application that is leading the way&nbsp;is Hubdoc. A storage solution that aims to eliminate your need for data entry. Go paperless, with all your bills and receipts stored together online. Once you’re all set up on Hubdoc, it’s time to say goodbye to dealing with batch payment files. Xero’s Pay with Wise integration lets you pay and reconcile multiple bills through Xero with just a few clicks. It’s a new standardised way to make bill payments regardless of your bank.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/service-seeking_cost-of-hiring-a-bookkeeper-300x200.webp" width="259px" alt="what is hubdoc"/></p>
<p>Yes, there is a Download option displayed when viewing each document. I did not find an option to select multiple documents to download at once, although it may exist. For many financial institutions, Hubdoc downloads the .CSV of the monthly transactions, which is invaluable for batch data entry. The client then starts uploading their receipts and Bills to Hubdoc.</p>
<h2 id="toc-0">Bookkeeping Software</h2>
<p>I have been using hubdoc for about 5 months to upload invoices from deliveries at my restaurant to share with my bookkeeper. This seems like a very easy fix and I know from speaking with their support team that they are aware of the problem. It seems odd that this could be broken for so long without a fix. I am looking at other options for my business as is my bookkeeper for all of their clients. Hubdoc will categorize an expense to push the charge as a bill/invoice or directly to a bank account into the accounting software.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2023/01/what-are-remote-bookkeeping-service-img-2.webp" width="257px" alt="what is hubdoc"/></p>
<p>No longer do you need to login to  several different accounts to get your information. Get copies of documents and key data stored into Xero automatically. Hubdoc, a Xero-owned company, helps you spend less time chasing financial documents, and more time running your business. Since being acquired by Xero, Hubdoc continues to evolve into a feature-rich platform for Xero users to capitalize on.</p>
<h2 id="toc-1">Financial Reporting Software</h2>
<p>For non-Xero users, you may still get in touch with the Xero Customer Experience team. We actual use both, 1 for storage and 1 for documents that we update. A great first <a href="https://www.bookstime.com/" target="_blank" rel="noopener">https://www.bookstime.com/</a> step into getting our essential documents all in one place. Access to this page has been denied because we believe you are using automation tools to browse  the website.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What is Hubdoc and how does it work?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>With Hubdoc, capturing your financial documents is easy. You can take photos on your mobile, use email, scan or upload documents into Hubdoc. Your key documents are stored online, in one place. Hubdoc does the data entry by reading key information from bills and receipts and turning it into usable data.</p>
</div></div>
</div>
<p>Access all Xero features for 30 days, then decide which plan best suits your business. Our Cloud Accounting Software is a large ecosystem of various products and the Xero Platform is constantly evolving. We’ve been Windows focused, but we are moving to a serverless future, fueled by React.js, .Net core, Docker and AWS. We’re <a href="https://www.bookstime.com/articles/hubdoc" target="_blank" rel="noopener">https://www.bookstime.com/articles/hubdoc</a> always looking at what’s coming next and embrace new technologies where they make sense for us. The Hubdoc platform is hosted primarily on AWS, and we use a combination of PostgreSQL, Cassandra, RabbitMQ, and Elasticsearch. We provision our servers with Ansible, and use Terraform to help manage our infrastructure.</p>
<h2 id="toc-2">Also see other Products/Services by Hubdoc in:</h2>
<p>Quickbooks Online, Bill.com, Box, and Xero are all accessible for both platforms. Hubdoc, however, still needs to export a CSV file to get data from your own accounting system not listed above. Hubdoc users have raised issues regarding monitoring changes in vendor data. Some prefer the presence of audit logs even if they are time-stamped because tracing actions done makes it more convenient. It only requires users to connect to the internet and takes seconds to scan, convert, and export processed information. Its optical character recognition (OCR) automatically transforms, understands, and organizes your financial paperwork to save time from encoding them one by one.</p>
<p>Also, each Hubdoc transaction sent to QBO includes the document image as an Attachment. Once you invite a new client, they receive an email notification, and, like ReceiptBank, you receive a custom Hubdoc email address to provide to them (more on that below). Accounting firms can use the software for free but must pay $20/month for each client they enlist. Hubdoc protects all your data with 256-bit encryption, SSL/TLS and a Premium Extended Validation service. Taking it a step further, the application uses&nbsp;McAfee&nbsp;and&nbsp;TRUSTe to monitor&nbsp;and validate activity and secure your data.</p>
<h2 id="toc-3">Integrate Hubdoc with your business!</h2>
<p>Hubdoc has a free version included as part of a plan when Xero users are already under a Business Edition package. Otherwise, it costs a standard $12 monthly after its 30-day free trial. Receipt Bank, on the other hand, can recognize and pick out missing bills, receipts, and invoices. This makes it easier to process claiming and reconciling expenses compared to Hubdoc in this area.</p>
<ul>
<li>As mentioned in the ReceiptBank article, you must keep in mind the OCR takes some time process, so when you upload a receipt, it may not be immediately available to post – it can take several hours.</li>
<li>Receipt Bank has a Smart Split feature that separates transaction labels before exporting them to your accounting system.</li>
<li>This update is a 10x improvement and I’m happy to see it.The first feature I would like to see Hubdoc add to the new app is notes.</li>
<li>For many financial institutions, Hubdoc downloads the .CSV of the monthly transactions, which is invaluable for batch data entry.</li>
</ul>
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		<title>Understanding Loan In Balance Sheet: Classification, Recognition, Measurement &#038; More</title>
		<link>https://hongyiplastic.chinagoods.com/2023/03/27/understanding-loan-in-balance-sheet-classification/</link>
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		<dc:creator><![CDATA[wangjie]]></dc:creator>
		<pubDate>Mon, 27 Mar 2023 12:42:35 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://hongyiplastic.chinagoods.com/?p=13105</guid>

					<description><![CDATA[This example is based on the purchase of a car from a car sales business, which business signs you up with a loan provider. They will give you an invoice for the car and documents for the loan so you can get the information you need from those documents. If you use a schedule like [...]]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://investmentsanalysis.info/wp-content/uploads/image-fyuHQZiGCOpxNIXB.png" width="454px" alt="loan in accounting"/></p>
<p>This example is based on the purchase of a car from a car sales business, which business signs you up with a loan provider. They will give you an invoice for the car and documents for the loan so you can get the information you need from those documents. If you use a schedule like this, compare it to your loan account each month to ensure it is tracking as expected. Bank loans enable a business to get  an injection of cash into the business.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://de.investmentsanalysis.info/wp-content/uploads/7eb601ecacc54af91b7850a83e7477d5.webp" width="455px" alt="loan in accounting"/></p>
<p>Loans provide liquidity to businesses and individuals, and as such are a necessary part of the financial system. The company borrowed $15,000 and now owes $15,000 (plus a possible bank fee, and interest). Let’s say that $15,000 was used to buy a machine to make the pedals for the bikes.</p>
<h2>Adding interest to the loan account</h2>
<p>If the latter group is paid back, the amount becomes an expense for the business. Negative amortization is when the size of a debt increases with each payment, even if you pay on time. This happens because the interest on the loan is greater than the amount of each payment.</p>
<p>Since part of the payment will theoretically be applied to the outstanding principal balance, the amount of interest paid each month will decrease. Your payment should theoretically remain the same each month, which means more of your monthly payment will apply to principal, thereby paying down over time the amount you borrowed. The IRS has schedules that dictate the total number of years in which to expense tangible and intangible assets for tax purposes.</p>
<ul>
<li>For the monthly payments, multiply the total debt with the interest rate and divide the answer by 12.</li>
<li>A higher percentage of the flat monthly payment goes toward interest early in the loan, but with each subsequent payment, a greater percentage of it goes toward the loan’s principal.</li>
<li>Bank loans are contractual obligations of the borrower that he will pay the amount taken from the bank.</li>
</ul>
<p>This does not include money paid, it is only the amounts that are expected to be paid. But it&#8217;s not too late for FFELP borrowers to qualify for Public Service Loan Forgiveness or forgiveness under that big, retroactive account adjustment the Education Department is doing right now. <a href="https://online-accounting.net/profit-and-loss-questions-profit-loss-questions/" target="_blank" rel="noopener">profit and loss questions</a> They simply need to consolidate their old loans into a new federal, Direct Consolidation Loan by the end of 2023, according to the Education Department. Go to the U.S. government&#8217;s federal student loan portal. If you don&#8217;t have one, or don&#8217;t remember it, it could take some time.</p>
<h2>Amortization of Intangible Assets</h2>
<p>Accrued interest is typically recorded at the end of an accounting period. Loan loss reserves are typically accounted for on a bank’s balance sheet, which can increase by the amount of the loan loss provision or decrease by the amount of net charge-offs each quarter. A car is an asset so the journal entry for it will be similar for the purchase-via-loan of other assets like workshop equipment. To learn more about assets and liabilities go to accounting balance sheet. Have financing arrangements (e.g. supply chain financing arrangements) been properly presented and disclosed? If a company has a trade payable arrangement involving an intermediary, it should consider how to appropriately present and disclose the amount payable.</p>
<div style='border: black solid 3px;padding: 14px;'>
<h3>EIN-related red flags trigger tax audits &#8211; Accounting Today</h3>
<p>EIN-related red flags trigger tax audits.</p>
<p>Posted: Tue, 05 Sep 2023 14:13:00 GMT [<a href="https://news.google.com/rss/articles/CBMiUGh0dHBzOi8vd3d3LmFjY291bnRpbmd0b2RheS5jb20vb3Bpbmlvbi9laW4tcmVsYXRlZC1yZWQtZmxhZ3MtdHJpZ2dlci10YXgtYXVkaXRz0gEA?oc=5" rel="nofollow noopener" target="_blank">source</a>]
</div>
<p>A loan is amortized by determining the monthly payment due over the term of the loan. For example, a company benefits from the use of a long-term asset over a number of years. Thus, it writes off the expense incrementally over the useful life of that asset. Amortization is an accounting technique used to periodically lower the book value of a loan or an intangible asset over a set period of time. Concerning a loan, amortization focuses on spreading out loan payments over time. When applied to an asset, amortization is similar to depreciation.</p>
<h2>What Is Negative Amortization?</h2>
<p>I am using this article by Stambaughness.Com for the basis of a PPP loan forgiveness, but these examples will work with most any type of loan forgiveness. Sometimes, the owner might transfer a lump sum from one business to the other for the same purpose &#8211; there may be a loan agreement drawn up or there may not be. Loans usually come with some kind of administration cost so this has been included in the journal.</p>
<p>Your lender’s records should match your liability account in Loan Payable. Check your bank statement to confirm that your Loan Payable is correct by reviewing your principal loan balance to make sure they match. When you’re entering a loan payment in your account it counts as a debit to the interest expense and your loan payable and a credit to your cash. A company may owe money to the bank, or even another business at any time during the company’s history. In a conventional loan, the lender grants the loan to the recipient. If a borrower is unable to repay the loan, the lender will record the amount as income.</p>
<h2>Hello and welcome to Viewpoint</h2>
<p>An amortization schedule is used to reduce the current balance on a loan—for example, a mortgage or a car loan—through installment payments. The repayment of a secured or an unsecured loan depends on the payment schedule agreed upon between both the parties. A short-term loan is categorized as a current liability whereas the unpaid portion of a long-term loan is shown in the balance sheet as a liability and classified as a long-term liability. Loan loss provisions are constantly made to update estimates and calculations based on statistics for the bank’s customer defaults.</p>
<p>Her expertise is in personal finance and investing, and real estate. Banking industry lenders generate revenue from the interest and expenses they receive from lending products. Banks lend to a wide range of customers, including consumers, small businesses, and large corporations. Every time you pay for an expense in whatever month that the loan is allowed to offset, do the above steps until the loan is back down to 0.00. The aim here is to move the loan away gradually from the Balance Sheet liability to the Profit and Loss Report by offsetting the cost of relevant expenses as they occur. You can use the following formula to calculate the amount of each monthly payment.</p>
<h2>Loan forgiveness journal entry</h2>
<p>The company&#8217;s journal entry credits bonds payable for the par value, credits interest payable for the accrued interest, and offsets those by debiting cash for the sum of par, plus accrued interest. The loan will  offset the Accounts Payable and you will monitor the balance owing through the loan liability account, not through the accounts payable account. Most companies use debt as an integral part of their capital structure to finance business operations and investments. Debt financing might take the form of loans from banks or other finance providers or the sale of debt securities to investors.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://investmentsanalysis.info/wp-content/uploads/812e64367c343fa88e0caa0cbc0011b6.webp" width="455px" alt="loan in accounting"/></p>
<p>The principal payment is also reported as a cash outflow on the Statement of Cash Flows. For an amortized loan, repayments are made over time to cover interest expenses and the reduction of the principal loan. In your bookkeeping, interest accumulates on the same periodic basis even if the interest is not due. This interest <a href="https://online-accounting.net/" target="_blank" rel="noopener">https://online-accounting.net/</a> is debited to your expense account and a credit is made a liability account under interest payable for the pending payment liability. A loan is an arrangement under which a lender allows another party the use of funds in exchange for an interest payment and the return of the funds at the end of the lending arrangement.</p>
<h2>How to record a loan payment that includes interest and principal</h2>
<p>Like most businesses, a bank would use what is called a “Double Entry” system of accounting for all its transactions, including loan receivables. A double entry system requires a much more detailed bookkeeping process, where every entry has an additional corresponding entry to a different account. For every “debit”, a matching “credit” must be recorded, and vice-versa. The two totals for each must balance, otherwise a mistake has been made. The amount owed to a lender by a customer is reported as a liability. This means that the lender must account for the amount owed in interest and fees.</p>
<p>If you&#8217;re making a small payment, say $60, it&#8217;s possible much or even all of it would go toward interest. Here&#8217;s a list of 12 things borrowers should know as they return to repayment. The IRS noted that employers who currently lack an educational assistance program may wish to consider establishing one as a way to compete for talent in a tight labor market. Fringe benefits like educational assistance programs can help them attract and retain qualified employees.</p>
<p>While a loan can be a beneficial asset for a business, most businesses do not make loans. The principal balance is what a lender is owed, while a loan may be a liability. If you can&#8217;t afford a monthly payment right now, that&#8217;s fine – check out the SAVE plan.</p>
<p>With a 20% interest rate, the same balance, and the same $200 monthly payments, it will take 108 months, or nine years, to pay off the card. A loan is a form of debt incurred by an individual or other entity. The lender—usually a corporation, financial institution, or government—advances a sum of money to the borrower. In return, the borrower agrees to a certain set of terms including any finance charges, interest, repayment date, and other conditions.</p>
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		<title>What Is QuickBooks &#038; How Does It Work?</title>
		<link>https://hongyiplastic.chinagoods.com/2023/03/10/what-is-quickbooks-how-does-it-work/</link>
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		<dc:creator><![CDATA[wangjie]]></dc:creator>
		<pubDate>Fri, 10 Mar 2023 15:29:54 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://hongyiplastic.chinagoods.com/?p=1614</guid>

					<description><![CDATA[Content Schedule recurring invoices QuickBooks Pro What Is QuickBooks &#038; What Does It Do? Techopedia Explains QuickBooks What is the Difference Between QuickBooks and QuickBooks Enterprise? What Is QuickBooks and How Does It Work? A Complete Overview General Ledger and Accounts Receivable and Payable QuickBooks is quite intuitive; that’s why the company is called Intuit! [...]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Schedule recurring invoices</a></li>
<li><a href="#toc-1">QuickBooks Pro</a></li>
<li><a href="#toc-2">What Is QuickBooks &#038; What Does It Do?</a></li>
<li><a href="#toc-4">Techopedia Explains QuickBooks</a></li>
<li><a href="#toc-5">What is the Difference Between QuickBooks and QuickBooks Enterprise?</a></li>
<li><a href="#toc-6">What Is QuickBooks and How Does It Work? A Complete Overview</a></li>
<li><a href="#toc-7">General Ledger and Accounts Receivable and Payable</a></li>
</ul>
</div>
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" width="252px" alt="what is quickbooks"/></p>
<p>QuickBooks is quite intuitive; that’s why the company is called Intuit! You’ll be relieved to know that QuickBooks offers flexible payment solutions. QuickBooks Online is a cloud-based subscription service that gives you access to the software from wherever you are.</p>
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<h3>What is a quickbook used for?</h3>
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<p>QuickBooks allows you to keep track of financial functions like income and expenses, employee expenses and inventory in real-time and fulfill tax obligations hassle-free.</p>
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<p>An important feature for any business is to have its payment processing services connected to the software they already have. The benefit of a merchant account that is integrated with your QuickBooks, is to be able to have customers pay invoices through your QuickBooks without any hiccups. QuickBooks has the ability to work with most traditional merchant accounts to accept payments seamlessly. These new features are an effort by Intuit to bring Quickbooks Online up to speed with the powerful capabilities of the Desktop version. Finally, accounting software can also generate advance reports for businesses like a balance sheet, a cash flow statement and an income statement out of the box.</p>
<h2 id="toc-0">Schedule recurring invoices</h2>
<p>Your bill payments and any other Wise transactions will be synced, matched and categorised in QuickBooks for simple reconciliation. See your unpaid bills in real time and pay them seamlessly from your ‘Bills’ page on Wise. A June 19, 2008 Intuit Press Release said that as of March 2008, QuickBooks&#8217; share of retail units in the business accounting <a href="https://turbo-tax.org/best-bookkeeping-boston-ma-2023/" target="_blank" rel="noopener">Best Bookkeeping Boston, MA 2023</a> category reached 94.2 percent, according to NPD Group. It also says that more than 50,000 accountants, CPAs and independent business consultants are members of the QuickBooks ProAdvisor program. By then Brad Smith was the new CEO, though former CEO Steve Bennett had nearly tripled Intuit revenue and quadrupled earnings in eight years.</p>
<p>QuickBooks auto-updates your inventory as you sell and receive new stock. Track your inventory and receive low stock alerts in real time to make sure your small business is stocked for success. All these apps integrate seamlessly with  each other and QuickBooks accounting software, thus building a well-rounded accounting and payments ecosystem for your small and mid-sized business. With QuickBooks Online, users receive many of the same great features while gaining the mobility of cloud-based software. QuickBooks Online is easier to use and has more automations, more integrations, and better invoicing.</p>
<h2 id="toc-1">QuickBooks Pro</h2>
<p>Learning QuickBooks can give you a competitive advantage against other small businesses. Like most accounting software, the platform requires at least some understanding of bookkeeping and accounting to get the most out of it. QuickBooks always recommends enlisting the expertise of a business accountant to review your work. Its automated software is far from a hands-off job and requires some form of know-how to begin. However, once you’re all set up, you’ll be able to see the benefits of what QuickBooks has to offer.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="what is quickbooks"/></p>
<p>Once you run a report, add it to your memorized or favorite report list for future access. A list of pre-configured reports appears within the Reports drop-down menu. The Profit &#038; Loss report provides businesses with one of the most commonly used reports. The Chart of Accounts contains your company&#8217;s financial information. Checking, savings, dividend, accounts receivable and balance sheets appear within the Chart of Account list.</p>
<h2 id="toc-2">What Is QuickBooks &#038; What Does It Do?</h2>
<p>So, if you are looking for software that can help your organization to track all your financial information and create reports, QuickBooks should be your preferred option. Includes project tracking tools in higher tier plans; has transaction tracking tags; lacks industry-specific reports; users with multiple businesses must pay for separate subscriptions. QuickBooks comes with both a cloud-based online version and an existing desktop version. You can go through the specification and QuickBooks features of each platform, and choose the right one for your small business. Most of the online and desktop versions will process the titles defined above, but they will come as well with a different variety of advanced features with a wide range of pricing.</p>
<ul>
<li>If you outgrow any service, you can choose to remove or upgrade it as needed.</li>
<li>It is ideal for any business that doesn’t have any complicated business requirements.</li>
<li>QuickBooks small business accounting software is an online accounting software that helps you maintain your book of accounts online from multiple devices.</li>
<li>Essentially, QuickBooks is the Swiss Army knife of business financial tools—it can do just about anything you might need for your business.</li>
<li>As a cloud-based service, all your data will be backed up automatically to Intuit’s servers, along with the data of all other QuickBooks Online users.</li>
</ul>
<p>For businesses that need more sophisticated accounting features, QuickBooks also offers tools for managing inventory, preparing tax returns, and creating budgets. As a result, QuickBooks is an ideal solution for businesses of all sizes. QuickBooks accounting software provides tools to manage your customers, vendors, clients, inventory and finances.</p>
<p>In this guide, we aren’t going to talk about all the top accounting solutions. Today, we’ll talk about QuickBooks ― one of the most popular accounting <a href="https://turbo-tax.org/budget-report-definition-example-how-it-works/" target="_blank" rel="noopener">Budget Report Definition, Example How it Works?</a> tools ― and its benefits. QuickBooks have a significant part in taking care of the financial procedures of your organization viably.</p>
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<h3>Is QuickBooks easy to learn?</h3>
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<p>In conclusion, QuickBooks is not necessarily hard to learn. With some basic accounting knowledge and a bit of practice, you can become proficient in using the software. There are also many resources available online that can help you learn QuickBooks quickly and efficiently.</p>
</div></div>
</div>
<p>Some features, such as payroll management and payment processing, incur an additional fee regardless of which version you choose. Small business accounting software is a digital investment that replaces the process of collecting receipts and manually recording business expenses and revenue. Furthermore, investing in accounting software for your small business is more affordable than hiring an accountant. QuickBooks small business accounting software is an online accounting software that helps you maintain your book of accounts online from multiple devices.</p>
<p>Organise your finances in one secure, automatically backed up place and work anytime from any device. Currently, QuickBooks is offering two different specials; you can either try it free for 30 days or sign up and get a 50% discount on your first three months. The payroll  add-on calculates payroll automatically as often as you want.</p>
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" width="259px" alt="what is quickbooks"/></p>
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Contribution Margin: What It Is &#038; How To Calculate It</title>
		<link>https://hongyiplastic.chinagoods.com/2023/02/14/contribution-margin-what-it-is-how-to-calculate-it/</link>
					<comments>https://hongyiplastic.chinagoods.com/2023/02/14/contribution-margin-what-it-is-how-to-calculate-it/#respond</comments>
		
		<dc:creator><![CDATA[wangjie]]></dc:creator>
		<pubDate>Tue, 14 Feb 2023 14:19:25 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://hongyiplastic.chinagoods.com/?p=8897</guid>

					<description><![CDATA[A low contribution margin may be entirely acceptable, as long as it requires little or no processing time by the bottleneck operation. In this case, a business is still generating some incremental margin, which contributes to the total profit of the business without impacting its bottleneck operation. The contribution margin concept can be used to [...]]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="450px" alt="contribution margin"/></p>
<p><p>A low contribution margin may be entirely acceptable, as long as it requires little or no processing time by the bottleneck operation. In this case, a business is still generating some incremental margin, which contributes to the total profit of the business without impacting its bottleneck operation. The contribution margin concept can be used to decide which of several products to sell if they use a common bottleneck resource, so that the product with the highest contribution margin is given preference.</p>
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<p><p>This is because fee-for-service hospitals have a positive contribution margin for almost all elective cases mostly due to a large percentage of OR costs being fixed. For USA hospitals not on a fixed annual budget, contribution margin per OR hour averages one to two thousand USD per OR hour. Contribution margin analysis is a measure of operating leverage; it measures how growth in sales translates to growth in profits. It’s likely that&nbsp;a division leader at GE is managing a portfolio of 70-plus products and has to constantly recalculate where to allocate resources. “As a division head, if I have to cut, I’m going to cut products that have the lowest contribution margin so that I can focus resources on growing the business and increasing profit,” Knight says. Calculating the contribution margin for each product is one solution to business and accounting problems arising from not doing enough financial analysis.</p>
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<p><h2>Discover what contribution margin is, what to use it for, and how to calculate it in this detailed guide from Entrepreneur.</h2>
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<p><p>We note below a variety of situations in which it can be employed to enhance the financial position of a business. The lower your contribution margin, the more difficult it is for your business to cover your fixed costs. Cutting those costs, such as by relocating into less expensive space or eliminating non-essential positions, is one way to improve your financial position. Furthermore, this ratio is also useful in determining the pricing of your products and the impact on profits due to change in sales. Accordingly, in the Dobson Books Company example, the contribution margin ratio was as follows. This is because the contribution margin ratio lets you know the proportion of profit that your business generates at a given level of output.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://adprun.net/wp-content/uploads/2021/03/image-X62lJQaPMH0BpLU3.jpeg" width="455px" alt="contribution margin"/></p>
<p><p>Fixed costs are production costs that remain the same as production efforts increase. It’s also important to understand the difference between the gross margin and the contribution margin. Put simply, gross margin measures the amount of revenue that’s left after you subtract all the costs that are directly linked to production.</p>
</p>
<p><p>Contribution margin should be a key component of the target costing process, where a required margin is established before a product is designed. The product design process then goes through several iterations, to see if the projected price and cost of the product will result in the minimum desired contribution margin. This usually means that the concept is put on hold and is re-evaluated from time to time, to see if the circumstances have changed sufficiently to justify restarting the product development process. This is because the breakeven point indicates whether your company can cover its fixed cost without any additional funding from outside financiers.</p>
</p>
<p><h2>What Is the Contribution Margin, and How Is It Calculated?</h2>
</p>
<p><p>Fixed costs are divided into product fixed costs (for example, certificates), fixed costs of a product group (for example, storage costs) and enterprise fixed costs (for example, employee  costs). Variable costs describe all costs that increase or decrease with the production quantity (for example, transport costs, raw materials, labor costs). It’s important how you break down and categorize expenses from your income statement into variable and fixed cost buckets.</p>
</p>
<ul>
<li>Additionally, the contribution margin is used to determine the break-even point, which is the number of units produced or revenues generated to break even.</li>
<li>This lets managers and business owners know the level of sales required to cover all costs and begin earning a profit.</li>
<li>Below is a breakdown of contribution margins in detail, including how to calculate them.</li>
<li>The contribution margin can be used to quickly see the number of units a firm needs to produce and sell in order to break even.</li>
</ul>
<p><p>The <a href="https://adprun.net/credit-memorandum-updated-overview-definition-and/" target="_blank" rel="noopener">credit memorandum updated overview, definition and example banking and finance</a> represents the revenue from a product minus direct variable costs, which results in the incremental profit earned on each unit of product sold. Contribution margin is not intended to be an all-encompassing measure of a company&#8217;s profitability. However, contribution margin can be used to examine variable production costs.</p>
</p>
<p><h2>What Is a Good Contribution Margin?</h2>
</p>
<p><p>For example, you could mention if you found that one product line was underperforming and had a negative contribution margin and that your suggestion to discontinue production saved the company money. The various options for calculating the contribution margin (DB1, DB2, DB3, DB4) are ideal for determining the operating result. Also, the calculations provide a breakdown of the cost structure for the respective product and, in combination with suitable measures, enable more efficient production. The amount of contribution margin should be sufficient to cover all fixed costs as well as to contribute towards profit.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://adprun.net/wp-content/uploads/2021/03/image-rguyMJTWbR1S8ZVz-360x270.jpeg" width="453px" alt="contribution margin"/></p>
<p><p>Cost accountants, FP&amp;A analysts, and the company’s management team should use the contribution margin formula. CM is used to measure product profitability, set selling prices, decide whether to introduce a new product, discontinue selling a product, or accept potential customer orders with non-standard pricing. Also, it is important to note that a high proportion of variable costs relative to fixed costs, typically means that a business can operate with a relatively low contribution margin. In contrast, high fixed costs relative to variable costs tend to require a business to generate a high contribution margin in order to sustain successful operations.</p>
</p>
<p><h2>Contribution Margin Ratio</h2>
</p>
<p><p>Examples of fixed costs include building rent, insurance, salaries, and utilities (that are not directly related to production). Knowing how to calculate the contribution margin is an invaluable skill for managers, as using it allows for the easy computation of break-evens and target income sales. This, in turn, can help people make better decisions regarding product &amp; service pricing, product lines, and sales commissions or bonuses. Let&#8217;s say we have a company that produces 100,000 units of a product, sells them at $12 per unit and has a variable costs of $8 per unit. The distinction pertains to the concept of scalability, as companies with higher variable costs tend to bring in fewer profits since the direct costs increase (and can offset) the growth in revenue. While there are various profitability metrics – ranging from the gross margin down to the net profit margin – the contribution margin (CM) metric stands out for the analysis of a specific product/service.</p>
</p>
<p><p>So, when it comes to contribution margin vs. gross margin, what’s the difference? Well, while contribution margin provides you with a per-item profitability metric, gross margin offers a total profit metric. In order to improve a company’s contribution margin, you either need to reduce variable costs, such as raw material and shipping expenses, or increase the price of your products and services.</p>
</p>
<p><h2>Contribution Margin CM 4</h2>
</p>
<p><p>This means the higher the contribution, the more is the increase in profit or reduction of loss. In other words, your contribution margin increases with the sale of each of your products. The profitability of our company likely benefited from the increased contribution margin per product, as the contribution margin per dollar increased from $0.60 to $0.68. Additionally, the assessment of the CM can help determine optimal pricing by assessing the impact each change would have on revenue and profitability levels.</p>
</p>
<div style='border: black dashed 1px;padding: 12px;'>
<h3>Rover Reports Second Quarter 2023 Financial Results &#8211; GlobeNewswire</h3>
<p>Rover Reports Second Quarter 2023 Financial Results.</p>
<p>Posted: Tue, 01 Aug 2023 20:05:00 GMT [<a href="https://news.google.com/rss/articles/CBMie2h0dHBzOi8vd3d3Lmdsb2JlbmV3c3dpcmUuY29tL25ld3MtcmVsZWFzZS8yMDIzLzA4LzAxLzI3MTYzOTMvMC9lbi9Sb3Zlci1SZXBvcnRzLVNlY29uZC1RdWFydGVyLTIwMjMtRmluYW5jaWFsLVJlc3VsdHMuaHRtbNIBAA?oc=5" rel="nofollow noopener" target="_blank">source</a>]
</div>
<p><p>Gross margin is calculated by deducting COGS from revenue and dividing the result by revenue. When calculating the contribution margin, you only count the variable costs it takes to make a product. Gross profit margin includes all the costs you incur to make a sale, including both the variable costs and the fixed costs, like the cost of machinery or equipment. The contribution margin further tells you how to separate total fixed cost and profit elements or components from product sales. On top of that, contribution margins help you determine the selling price range for a product or the possible prices at which you can sell that product wisely. To find the number of units required to break even, simply divide the firm&#8217;s total fixed costs by the unit contribution margin.</p>
</p>
<p><h2>Resources</h2>
</p>
<p><p>The calculator will not only calculate the margin itself but will also return the contribution margin ratio. As a company becomes strategic about the customers it serves and products it sells, it must analyze its profit in different ways. Gross margin encompasses all costs of a specific product, while contribution margin encompasses only the variable costs of a good. While gross profit is more useful in identifying whether a product is profitable, contribution margin can be used to determine when a company will breakeven or how well it will be able to cover fixed costs. Net sales is calculated the same for contribution margin as gross margin. Often, a company&#8217;s cost of goods sold will be comprised of variable costs and fixed costs.</p>
</p>
<p><p>Cost of goods sold is the sum of the raw materials, labor, and  overhead attributed to each product. Inventory (and by extension cost of goods sold) must be calculated using the absorption costing method as required by generally accepted accounting principles (GAAP). A good contribution margin is one that will cover both variable and fixed costs, to at least reach the breakeven point. A low contribution margin or average contribution margin may get your company to break even.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://adprun.net/wp-content/uploads/2021/03/image-XNcbsVaY4LPJDvKw.jpeg" width="457px" alt="contribution margin"/></p>
<p><p>Contribution margin is the revenue that is generated beyond what is necessary to cover the variable costs of production, such as materials and non-salaried labor costs. It can also include the firm’s profit if the amount exceeds the total amount of the fixed costs. However, ink pen production will be impossible without the manufacturing machine which comes at a fixed cost of $10,000. This cost of the machine represents a fixed cost (and not a variable cost) as its charges do not increase based on the units produced.</p>
</p>
<p><p>Say that a company has a pen-manufacturing machine that is capable of producing both ink pens and ball-point pens, and management must make a choice to produce only one of them. Investors and analysts use the contribution margin to evaluate how efficient the company is at making profits. For example, analysts can calculate the margin per unit sold and use forecast estimates for the upcoming year to calculate the forecasted profit of the company. When using this measurement, be aware that the contribution margin does not account for the impact of a product on the bottleneck operation of a company.</p></p>
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		<title>Bond Market vs  Stock Market: Key Differences</title>
		<link>https://hongyiplastic.chinagoods.com/2023/02/02/bond-market-vs-stock-market-key-differences/</link>
					<comments>https://hongyiplastic.chinagoods.com/2023/02/02/bond-market-vs-stock-market-key-differences/#respond</comments>
		
		<dc:creator><![CDATA[wangjie]]></dc:creator>
		<pubDate>Wed, 01 Feb 2023 16:01:23 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://hongyiplastic.chinagoods.com/?p=4231</guid>

					<description><![CDATA[However, the part invested in stocks is still subject to volatility, which you should watch carefully. If you want to preserve your capital rather than earn higher returns, then invest no more than 50% in stocks. You may still have volatility with this approach and could see a quarter or a year where your portfolio [...]]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/06/Jenn-Page.png" width="350px" alt="stocks vs bonds"/></p>
<p>However, the part invested in stocks is still subject to volatility, which you should watch carefully. If you want to preserve your capital rather than earn higher returns, then invest no more than 50% in stocks. You may still have volatility with this approach and could see a quarter or a year where your portfolio falls by 10%. If you want to target a long-term rate of return of 7% or more,&nbsp;keep 60% of your portfolio in stocks and 40% in cash and bonds. With this mix, a single quarter or year could see a 20% drop in value. If you want to target a long-term rate of return of 8% or more,&nbsp;move 80% of your portfolio to stocks and 20% to cash and bonds.</p>
<div style='border: grey dashed 1px;padding: 14px;'>
<h3>Stocks May Be Booming but Don’t Forget Cash and Bonds &#8211; The New York Times</h3>
<p>Stocks May Be Booming but Don’t Forget Cash and Bonds.</p>
<p>Posted: Fri, 23 Jun 2023 13:48:51 GMT [<a href="https://news.google.com/rss/articles/CBMiUGh0dHBzOi8vd3d3Lm55dGltZXMuY29tLzIwMjMvMDYvMjMvYnVzaW5lc3Mvc3RvY2tzLWJvbmRzLW1vbmV5LW1hcmtldC1mdW5kcy5odG1s0gEA?oc=5" rel="nofollow noopener" target="_blank">source</a>]
</div>
<p>Stash101 is not an investment adviser and is distinct from Stash RIA. If you are new to investing or don&#8217;t have the time to do your own research, consider working with a professional financial adviser. When investing, you don&#8217;t measure success by looking at returns daily, weekly, monthly, or even yearly. Asset allocation and diversification do not assure a profit or protect against loss in declining financial markets. Download Q.ai today for access to AI-powered investment strategies. Try to keep them in mind when choosing which investments to make.</p>
<h2>Bond Yields vs. Prices</h2>
<p>If all goes well, the bondholder will recoup their investment and turn a profit with the interest. Issuers with stronger credit ratings  typically offer lower interest rates—and the opposite also tends to be true because a lower credit rating suggests a greater risk that you&#8217;ll lose money. If you feel ready to start investing, you can see if your employer offers a 401(k). It&#8217;s a great way to invest in stocks, build your nest egg and score some attractive tax benefits along the way. An individual retirement account (IRA) is another long-term investment vehicle. This also illustrates how balancing your stockholdings with some stability from bond ownership in a portfolio can provide a hedge for potentially volatile swings in stock prices.</p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>Bonds Surge as Euro-Area Data Raise Recession Fear: Markets Wrap &#8211; Yahoo Finance</h3>
<p>Bonds Surge as Euro-Area Data Raise Recession Fear: Markets Wrap.</p>
<p>Posted: Fri, 23 Jun 2023 12:14:04 GMT [<a href="https://news.google.com/rss/articles/CBMiSGh0dHBzOi8vZmluYW5jZS55YWhvby5jb20vbmV3cy9hc2lhLXN0b2Nrcy1zZXQtbWl4ZWQtb3Blbi0yMjI2MDI4MDMuaHRtbNIBUGh0dHBzOi8vZmluYW5jZS55YWhvby5jb20vYW1waHRtbC9uZXdzL2FzaWEtc3RvY2tzLXNldC1taXhlZC1vcGVuLTIyMjYwMjgwMy5odG1s?oc=5" rel="nofollow noopener" target="_blank">source</a>]
</div>
<p>The founder is hoping that the lemonade stand will be successful, and he will be able to make more than $1,050, so he can pay back the loan plus interest and keep the excess for himself. When a company issues stock, it is selling a piece of itself in exchange for cash. There are also variations on the stock and bond concept that share features of both. The use of conversion features and the manner in which stocks and bonds are traded are noted below. Stocks are securities that represents a fraction of the ownership of the issuing corporation. They are issued to investors in the form of stock certificates.</p>
<h2>Practical Example – Bonds vs Stocks</h2>
<p>While bondholders lend money with interest, equity holders purchase small stakes in companies on the belief that the company performs well and the value of the shares purchased will increase. Bonds and stocks are two of the most common investment options with distinct characteristics. Stocks represent ownership in a company, while bonds involve lending money to the issuer. Typically, stocks and bonds have had opposite performance trends, meaning when stock prices increase, bond prices often decrease, and vice versa. These differences make both assets play an important role in diversifying your investment portfolio.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/info-4.png" width="357px" alt="stocks vs bonds"/></p>
<p>But as you move closer to that goal, such as retirement, paying for a child&#8217;s education, etc., you should move more of your assets into bonds. The idea is to maximize the wealth-building power of stocks over the long term while using bonds to protect that wealth. Diversifying investments across both stocks and bonds, marries the relative safety of the bonds, with the higher return potential of stocks.</p>
<h2>Pros and cons of investing in bonds</h2>
<p>Invest in up to 20 stocks and ETFs by adding a single Kit to your portfolio. Our AI will rebalance your investments on a weekly basis to optimize performance. All you have to do is build a portfolio of Kits and leave the rest of portfolio management to AI. Stocks are sold on stock exchanges, such as the Nasdaq or the New York Stock Exchange. They offer the greatest potential for growth, but they also come with significant risk. Stock prices can drop significantly in a short time, so it’s possible to lose money investing in stocks.</p>
<ul>
<li>But the idea is that it will recover (and then some) over the long term.</li>
<li>Optional on all Foundation Kits, the AI deploys sophisticated hedging strategies when it detects any risk in your investments to help you stay ahead of headwinds.</li>
<li>Stock prices can drop significantly in a short time, so it’s possible to lose money investing in stocks.</li>
<li>Many or all of the products featured here are from our partners who compensate us.</li>
<li>It’s because the banking crisis sparked further fears of economic instability, so traders started buying bonds and inspired others to join in.</li>
</ul>
<p>As we face the prospect of higher interest rates and inflation stays stubbornly persistent, it can be hard to know which asset class  is best for your portfolio. The company pays you interest, and once the bond matures, you get your principal bank. In Canada, the main stock exchange is the Toronto Stock Exchange (TSX), and in Europe, there is the Euronext and the <a href="https://business-accounting.net/take-home-point/" target="_blank" rel="noopener">take-home point</a> London Stock Exchange. If the lemonade stand goes bankrupt, the founder would owe money to the bondholders first, before receiving anything himself. It is because bondholders have seniority and extra protection from bankruptcy risk. They are also called fixed-income instruments because they provide a fixed amount of return, which comes in the form of interest.</p>
<h2>Bloomberg Markets Americas</h2>
<p>A stock is an equity representing ownership, or shares, of a company, making the investor a shareholder and entitling them to a portion of that company’s profits. Public companies sell their stock through a stock market exchange to raise money for their business. They can make money when the stock price increases and they sell at a profit, or through dividends if a stock pays dividends. While stocks are considered riskier than bonds, they have a higher earning potential. A stock market is a place where investors go to trade equity securities, such as&nbsp;common stocks, and derivatives—including options and futures. Buying equity securities, or stocks, means you are buying a very small ownership stake in a company.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/img-10.png" width="355px" alt="stocks vs bonds"/></p>
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