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		<title>Debt to Equity Ratio D E with Calculator</title>
		<link>https://g4gift.in/2024/03/07/debt-to-equity-ratio-d-e-with-calculator/</link>
					<comments>https://g4gift.in/2024/03/07/debt-to-equity-ratio-d-e-with-calculator/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Thu, 07 Mar 2024 13:12:41 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=11281</guid>

					<description><![CDATA[While not a regular occurrence, it is possible for a company to have a negative D/E ratio, which means the company’s shareholders’ equity balance has turned negative. In general, if a company’s D/E ratio is too high, that signals that the company is at risk of financial distress (i.e. at risk of being unable to &#8230; <a href="https://g4gift.in/2024/03/07/debt-to-equity-ratio-d-e-with-calculator/" class="more-link">Continue reading <span class="screen-reader-text">Debt to Equity Ratio D E with Calculator</span></a>]]></description>
										<content:encoded><![CDATA[<p>While not a regular occurrence, it is possible for a company to have a negative D/E ratio, which means the company’s shareholders’ equity balance has turned negative. In general, if a company’s D/E ratio is too high, that signals that the company is at risk of financial distress (i.e. at risk of being unable to meet required debt obligations). As you can see, company A has a high D/E ratio, which implies an aggressive and risky funding style.</p>
<h2>Weighted Average Cost of Capital</h2>
<p>A negative D/E ratio means that a company has negative equity, or that its liabilities exceed its total assets. A company with a negative D/E ratio is considered to be very risky and could potentially be at risk for bankruptcy. If a company takes out a loan for $100,000, then we would expect its D/E ratio to increase. Our company now has $500,000 in liabilities and still has $600,000 in shareholders’ equity.</p>
<h2>How Can the D/E Ratio Be Used to Measure a Company’s Riskiness?</h2>
<ol>
<li>The debt-to-equity ratio (D/E) is calculated by dividing the total debt balance by the total equity balance.</li>
<li>The debt-to-equity ratio is calculated by dividing total liabilities by shareholders&#8217; equity or capital.</li>
<li>This figure means that for every dollar in equity, Restoration Hardware has $3.73 in debt.</li>
<li>The debt-to-equity ratio (D/E) measures the amount of liability or debt on a company’s balance sheet relative to the amount of shareholders’ equity on the balance sheet.</li>
<li>This is because when a company takes out a loan, it only has to pay back the principal plus interest.</li>
</ol>
<p>Both of these values can be found on a company’s balance sheet, which is a financial statement that details the balances for each account. The debt-to-equity ratio (D/E) measures the amount of liability or debt on a company’s balance sheet relative to the amount of shareholders’ equity on the balance sheet. D/E calculates the amount of leverage a company has, and the higher liabilities are relative to shareholders’ equity, the more leveraged the company is. While taking on debt can lead to higher returns in the short term, it also increases the company’s financial risk.</p>
<h2>Calculating a Company&#8217;s D/E Ratio</h2>
<p>Total assets have increased to $1,100,000 due to the additional cash received from the loan. That is, total assets must equal liabilities + shareholders’ equity since everything that the firm owns must be purchased by either debt or equity. This ratio indicates the relative proportions of capital contribution by creditors and shareholders.</p>
<h2>Everything You Need To Master Financial Modeling</h2>
<p>For companies that aren&#8217;t growing or are in financial distress, the D/E ratio can be written into debt covenants  when the company borrows money, limiting the amount of debt issued. When making comparisons between companies in the same industry, a high D/E ratio indicates a heavier reliance on debt. When using the D/E ratio, it is very important to consider the industry in which the company operates.</p>
<h2>Contractor Calculators</h2>
<p>It is a measure of the degree to which a company is financing its operations with debt rather than its own resources. Company A’s debt-to-equity ratio of 2.0 indicates that it has £2 of debt for every £1 of equity. This relatively high ratio suggests that Company A is highly leveraged and relies heavily on debt financing. Company B’s debt-to-equity ratio of 0.125 indicates that it has £0.125 of debt for every £1 of equity.</p>
<p>If a company has a negative D/E ratio, this means that it has negative shareholder equity. In most cases, this would be considered a sign of high risk and an incentive to seek bankruptcy protection. On the other hand, the typically steady preferred dividend, par value, and liquidation rights make preferred shares look more like debt. These balance sheet categories may include items that would not normally be considered debt or equity in the traditional sense of a loan or an asset. Because the ratio can be distorted by retained earnings or losses, intangible assets, and pension plan adjustments, further research is usually needed to understand to what extent a company relies on debt.</p>
<p>Tesla had total liabilities of $30,548,000 and total shareholders&#8217; equity of $30,189,000. The D/E ratio indicates how reliant a company is on debt to finance its operations. Gearing ratios are financial ratios that indicate how a company is using its leverage. For example, manufacturing companies tend to have a ratio in the range of 2–5. This is because the industry is capital-intensive, requiring a lot of debt financing to run.</p>
<p>Osman has a generalist industry focus on lower middle market growth equity and buyout transactions. 11 Financial is a registered investment adviser located in Lufkin, Texas. 11 Financial may only transact business in those states in which it is registered, or qualifies for an exemption or exclusion from registration requirements. 11 Financial’s website is limited to the dissemination of general information pertaining to its advisory services, together with access to additional investment-related information, publications, and links. Finance Strategists has an advertising relationship with some of the companies included on this website. We may earn a commission when you click on a link or make a purchase through the links on our site.</p>
<p>More important in measuring financial risk in large established companies is the Debt/EBITDA metric. The debt-to-equity ratio (aka the debt-equity ratio) is a metric used to evaluate a company&#8217;s financial leverage by comparing total debt to total shareholder&#8217;s equity. In other words, it measures how much debt and equity a company uses to finance its operations. The debt-to-equity ratio is a powerful tool for financial analysis, <a href="https://www.business-accounting.net/depreciation-and-amortization-on-the-income/">depreciation and amortization on the income statement</a> providing insights into a company’s capital structure, financial leverage, and risk profile. In financial analysis, the debt-to-equity ratio (D/E ratio or “gearing” as it is known in the UK) is an important financial risk metric that provides valuable insights into a company’s financial health. This ratio is one of a group used by analysts, and creditors to assess the risks posed to a company by its capital structure.</p>
<p>Similarly, economists and professionals utilize it to gauge a company&#8217;s financial health and lending risk. The Debt-to-Equity ratio (D/E ratio) is a financial metric that compares a company&#8217;s total debt to its shareholders&#8217; equity, representing the extent to which debt is used to finance assets. For a mature company, a high D/E ratio can be a sign of trouble that the firm will not be able to service its debts and can eventually lead to a credit event such as default.</p>
<p>The following D/E ratio calculation is for Restoration Hardware (RH) and is based on its 10-K filing for the financial year ending on January 29, 2022. Of note, there is no “ideal” D/E ratio, though investors generally like it to be below about 2. Pete Rathburn is a copy editor and fact-checker with expertise in economics and personal finance and over twenty years of experience in the classroom. Get instant access to video lessons taught by experienced investment bankers.</p>
<p>This allows businesses  to fund expansion projects more quickly than might otherwise be possible, theoretically increasing profits at an accelerated rate. Over time, the cost of debt financing is usually lower than the cost of equity financing. This is because when a company takes out a loan, it only has to pay back the principal plus interest.</p>
<p>This debt to equity calculator helps you to calculate the debt-to-equity ratio, otherwise known as the D/E ratio. This metric weighs the overall debt against the stockholders&#8217; equity and indicates the level of risk in financing your company. A company that has a debt ratio of more than 50% is known as a &#8220;leveraged&#8221; company.</p>
<p>The debt capital is given by the lender, who only receives the repayment of capital plus interest. Whereas, equity financing would entail the issuance of new shares to raise capital which dilutes the ownership stake of existing shareholders. Basically, the more business operations rely on borrowed money, the higher the risk of bankruptcy if the company <a href="https://www.business-accounting.net/">https://www.business-accounting.net/</a> hits hard times. The reason for this is there are still loans that need to be paid while also not having enough to meet its obligations. While the D/E ratio is primarily used for businesses, the concept can also be applied to personal finance to assess your own financial leverage, especially when considering loans like a mortgage or car loan.</p>
<p>Unlike the debt-assets ratio which uses total assets as a denominator, the D/E Ratio uses total equity. This ratio highlights how a company’s capital structure is tilted either toward debt or equity financing. The debt-to-equity (D/E) ratio is used to evaluate a company’s financial leverage and is calculated by dividing a company’s total liabilities by its shareholder equity.</p>
<p>If a company has a high D/E ratio, it will most likely want to issue equity as opposed to debt during its next round of funding. If it issues additional debt, it will further increase the level of risk in the company. We know that total liabilities plus shareholder equity equals total assets. A company with a D/E ratio greater than 1 means that liabilities are greater than shareholders’ equity.</p>
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		<title>Average Collection Period Formula + Calculator</title>
		<link>https://g4gift.in/2023/11/01/average-collection-period-formula-calculator/</link>
					<comments>https://g4gift.in/2023/11/01/average-collection-period-formula-calculator/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Wed, 01 Nov 2023 17:16:17 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=13127</guid>

					<description><![CDATA[This type of evaluation, in business accounting, is known as accounts receivables turnover. You can calculate it by dividing your net credit sales and the average accounts receivable balance. Alternatively, check the receivables turnover ratio calculator, which may help you understand this metric. How to calculate your average collection period and speed up your accounts &#8230; <a href="https://g4gift.in/2023/11/01/average-collection-period-formula-calculator/" class="more-link">Continue reading <span class="screen-reader-text">Average Collection Period Formula + Calculator</span></a>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2023/04/Rectangle-1-9-300x113.webp" width="251px" alt="the formula for average collection period is" /></p>
<p>This type of evaluation, in business accounting, is known as accounts receivables turnover. You can calculate it by dividing your net credit sales and the average accounts receivable balance. Alternatively, check the receivables  turnover ratio calculator, which may help you understand this metric.</p>
<h2>How to calculate your average collection period and speed up your accounts receivable</h2>
<p>By submitting this form, you consent to receive email from Wall Street Prep and agree to our terms of use and privacy policy. In other words, Light Up Electric “turned over”—i.e., converted its AR into cash—21 times during <a href="https://www.bookstime.com/articles/average-collection-period">the formula for average collection period is</a> the year. This way, you’ll get more nuanced, actionable insights that can fuel business growth. That’s why it’s important not to take this metric at face value; be mindful of external factors that influence it.</p>
<ul>
<li>While it is expected to help increase sales for a firm, it’s a concept that creates a core element of complexity for financial statement reporting.</li>
<li>It&#8217;s an important component because it shows the liquidity level of a customer&#8217;s debts; in other words, it provides insight into how quickly a customer pays back their debt to the company.</li>
<li>Companies use the average collection period as a key aspect of operating cash flow management, determining the optimal collection period for their company’s needs.</li>
<li>Companies prefer a lower average collection period over a higher one as it indicates that a business can efficiently collect its receivables.</li>
<li>More specifically, it shows how long it takes a company to receive payments made on credit sales.</li>
<li>With traditional accounts receivable processes, there’s a significant communication gap between AR departments and their customers’ AP departments.</li>
</ul>
<h2>Collections by industries</h2>
<div style='text-align:center'></div>
<p>According to a PYMNTS report, 88% of businesses automating their AR processes see a significant reduction in their DSO. Automation can also help reduce manual intervention in collection processes, enabling proactive communication with customers and helping in the establishment of appropriate credit limits. Here, we’ll take a closer look at the average collection period, how to calculate it and more. All these strategies, while having their distinct benefits, require careful consideration of their implications and must be implemented thoughtfully to optimize the average collection period effectively. However, using the average balance creates the need for more historical reference data.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2019/09/Advance-Payment-Of-Tax-300x300.jpg" width="254px" alt="the formula for average collection period is" /></p>
<h2>By Industry</h2>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/07/Bookkeeping-101.jpg" width="257px" alt="the formula for average collection period is" /></p>
<p>In either case, less attention is paid to collections, resulting in an increase in the amount of receivables outstanding. This is entirely an internal issue for which management is responsible, and so can be corrected through management action. An increase in the average collection period can be indicative of any of the conditions noted below, relating to looser credit policy, a worsening economy, and reduced collection efforts. This industry will emphasize shorter collection periods because real estate frequently requires ongoing financial flow to support its operations. This example shows how a company can utilize the average collection period to compare its credit policy to industry norms, internal monitoring, and standards. Net credit sales are the total of all credit sales minus total returns for the period in question.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2019/09/GustoPartner.png" width="251px" alt="the formula for average collection period is" /></p>
<p>As a result, your  business may experience&nbsp;issues with cash flow, working capital or profitability. Accrual accounting is a business standard under generally accepted accounting principles (GAAP) that makes it possible for companies to sell their goods and services with credit. While it is expected to help increase sales for a firm, it’s a concept that creates a core element of complexity for financial statement reporting. By aggressively pursuing collections, businesses may strain their relationships with customers. If customers perceive the firm&#8217;s collection practices as overly harsh or inflexible, it may lead to customer dissatisfaction, damaging the company&#8217;s reputation. Over time, this could potentially lead to loss of business, negatively impacting the company’s sales and profits.</p>
<div style='text-align:center'></div>
<p>From 2020 to 2021, the average number of days needed by our hypothetical company to collect cash from credit sales declined from 26 days to 24 days, reflecting an improvement year-over-year (YoY). The best way that a company can benefit is by consistently <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> calculating its average collection period and using it over time to search for trends within its own business. Conversely, if you determine that your average collection period exceeds net 30, you may not be collecting as effectively as you should.</p>
<p>You can calculate the average accounts receivable over the period by totaling the accounts receivable at the beginning of the period and the end of the period, then divide that by 2. This metric should exclude cash sales (as those are not made on credit and therefore do not have a collection period). A low average collection period indicates that the organization collects payments faster. Customers who don&#8217;t find their creditors&#8217; terms very friendly may choose to seek suppliers or service providers with more lenient payment terms.</p>
<h2>Explore Related Metrics</h2>
<p>This could indicate potential issues within the credit department that need addressing. In extreme cases, it might also signify a risky credit policy, possibly leading to increased bad debt expenses. In addition to its role in assessing operational efficiency, the average collection period also has implications for the overall financial health of a business.</p>
<ul>
<li>The best way that a company can benefit is by consistently calculating its average collection period and using it over time to search for trends within its own business.</li>
<li>Many accountants will use a one-year period (365 days), or an accounting year (360 days).</li>
<li>The average collection period measures a company’s efficiency at converting its outstanding accounts receivable (A/R) into cash on hand.</li>
<li>Accrual accounting is a business standard under generally accepted accounting principles (GAAP) that makes it possible for companies to sell their goods and services with credit.</li>
<li>Vigilantly tracking this metric is essential to maintain sufficient cash flow for meeting immediate financial obligations.</li>
<li>To quantify how well your business handles the credit extended to your customers, you need to evaluate how long it takes to collect the outstanding debt throughout your accounting period.</li>
</ul>
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		<title>Startup Accounting: To Go It Alone Or Hire A Professional?</title>
		<link>https://g4gift.in/2023/03/03/startup-accounting-to-go-it-alone-or-hire-a/</link>
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		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Fri, 03 Mar 2023 16:26:54 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=10186</guid>

					<description><![CDATA[Free up your day for more important work by automatically organizing expenses, tracking time and following up with clients. Some businesses account for income and expenses as and when they happen, which is called cash basis accounting. In this method, you mark a transaction only when you spend or receive money. A 2022 Skynova survey &#8230; <a href="https://g4gift.in/2023/03/03/startup-accounting-to-go-it-alone-or-hire-a/" class="more-link">Continue reading <span class="screen-reader-text">Startup Accounting: To Go It Alone Or Hire A Professional?</span></a>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='margin-left:auto;margin-right:auto' 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" width="258px" alt="startup accountant" /></p>
<p><p>Free up your day for more important work by automatically organizing expenses, tracking time and following up with clients. Some businesses account for income and expenses as and when they happen, which is called cash basis accounting. In this method, you mark a transaction only when you spend or receive money. A 2022 Skynova survey found that 44% of startup businesses failed due to a lack of cash.</p>
</p>
<p><h2>Customer payment confirmation</h2>
</p>
<p><p>In addition to supporting accounting and planning  functions, most ERPs come ready to integrate with other software and apps that generate data about your business. Whether you have a CRM solution like HubSpot, Salesforce, etc. or a WMS solution like Softeon, you can likely feed data from your software and apps into your <a href="https://thefremontdigest.com/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups/">https://thefremontdigest.com/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups/</a> ERP. There is simply too much to track to rely on paper financial records. Investors fund startups because they believe that the financial obligations startups take on will be manageable when the startup reaches maturity. Although there are many other kinds of funding arrangements, the most common are equity and debt.</p>
</p>
<p><h2>Accounting and bookkeeping: should you DIY or outsource?</h2>
</p>
<p><p>In her spare time, Kristen enjoys camping, hiking, and road tripping with her husband and two children. The firm offers bookkeeping and accounting services for business and <a href="https://wyomingdigest.com/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups/">https://wyomingdigest.com/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups/</a>  personal needs, as well as ERP consulting and audit assistance. The bookkeeping process involves keeping track of business transactions and making specific entries.</p>
</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="255px" alt="startup accountant" /></p>
<p><h2>Choose an accounting system</h2>
</p>
<p><div style='text-align:center'></div>
</p>
<p><p>Be sure you have a backup for every charge on your credit card statement. This is particularly important if you have a company credit card that is used by multiple employees. <a href="https://capitaltribunenews.com/navigating-financial-growth-leveraging-bookkeeping-and-accounting-services-for-startups/">Navigating Financial Growth: Leveraging Bookkeeping and Accounting Services for Startups</a> While it is possible to manage your business accounting in a manual accounting system, you’d be much better served using an accounting software application.</p>
</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="253px" alt="startup accountant" /></p>
<p><p>Overall, more than $450 million in venture funding this year alone has gone to companies in accounting-related categories in the Crunchbase dataset. For a sense of where the most has gone in recent quarters, we curated a list of funded companies that last raised in 2023 or 2024. The addition of double-entry accounting is just another way that we are helping new business owners manage their accounting professionally. Our accounting software now includes double-entry accounting – an industry standard that helps you keep all of your debits and credits in check. You need a steady flow of cash to grow your startup and get new ideas off the ground. FreshBooks makes it easier than ever for clients to pay their invoices, so you don’t have to waste time chasing down checks.</p>
</p>
<ul>
<li>FreshBooks accounting software allows you to set up billing schedules so your clients can pay automatically and securely by credit card every month, without having to think about it.</li>
<li>Use that data to negotiate volume discounts or to shop around for a better price on that service.</li>
<li>In many industries, it is common for contractors to work with in-house teams, receive company-specific training, and bill hourly.</li>
<li>If you want to get paid, be sure that you’re regularly invoicing and following up on those invoices.</li>
</ul>
<ul>
<li>As you probably already know, starting a new business is a lot of work!</li>
<li>And when you use us as your bookkeeper, we set up and keep up-to-date a due diligence folder so you can get that next round of fundraising.</li>
<li>Quickbooks Online is another popular online accounting software providing users with the services they need to maintain a financially healthy business.</li>
<li>This also means you need to manage all related payroll forms including 941s as well as W-2s and 1099s.</li>
<li>You can also find help for all aspects of your life in our Consumer HQ and for your business in our Business HQ.</li>
</ul>
<p><p>However, with the current economic slowdown, some startups that may experience slower than projected growth are choosing to “re-outsource” their financials. We recommend&nbsp;QuickBooks Online&nbsp;(“QBO”) as the right bookkeeping software for startups and high-growth small businesses. It’s the leading small business accounting software in the US for small businesses, and interfaces nicely with other automated systems like payroll. Deferred Revenue is when a client pays you ahead of you delivering a service. For example, if you charge a client’s credit card for a 12-month subscription, contracts &#8211; you just got 12 months of cash from that client!</p>
</p>
<p><h2>Our Core Accounting and Consulting Team</h2></p>
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		<title>4 6 Cash and Share Dividends Accounting Business and Society</title>
		<link>https://g4gift.in/2023/01/12/4-6-cash-and-share-dividends-accounting-business/</link>
					<comments>https://g4gift.in/2023/01/12/4-6-cash-and-share-dividends-accounting-business/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Thu, 12 Jan 2023 16:55:06 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=11275</guid>

					<description><![CDATA[Alternatively, some companies prefer to declare their dividends based on their earnings. When the profits are high and stabilized, a higher dividend is announced, and vice-versa. He&#8217;s currently a VP at KCK Group, the private equity arm of a middle eastern family office. Why You Can Trust Finance Strategists This journal entry must be passed &#8230; <a href="https://g4gift.in/2023/01/12/4-6-cash-and-share-dividends-accounting-business/" class="more-link">Continue reading <span class="screen-reader-text">4 6 Cash and Share Dividends Accounting Business and Society</span></a>]]></description>
										<content:encoded><![CDATA[<p>Alternatively, some companies prefer to declare their dividends based on their earnings. When the profits are high and stabilized, a higher dividend is announced, and vice-versa. He&#8217;s currently a VP at KCK Group, the private equity arm of a middle eastern family office.</p>
<h2>Why You Can Trust Finance Strategists</h2>
<ol>
<li>This journal entry must be passed when the new shares issued are below 25% of the outstanding shares.</li>
<li>Stock Dividends is calculated by multiplying the number of additional shares to be distributed by the fair market value of each share.</li>
<li>Hence, the company needs to account for dividends by making journal entries properly, especially when the declaration date and the payment date are in the different accounting periods.</li>
<li>At the time of issuance, the stock dividends distributable are debited and common stock is credited.</li>
</ol>
<p>This is especially so when the two dates are in the different account period. Dividends are typically paid out of a company’s profits, and are therefore considered a way for the company to distribute <a href="https://www.business-accounting.net/ecommerce-accountant-ecommerce-accountants/">ecommerce accountant</a> its profits to shareholders. Dividends are often paid on a regular basis, such as quarterly or annually, but a company may also choose to pay special dividends in addition to its regular dividends.</p>
<h2>Stock Splits and Stock Dividends</h2>
<p>Likewise, the common stock dividend distributable is $50,000 (500,000 x 10% x $1) as the common stock has a par value of $1 per share. The 2-for-1 stock split will cause the quantity of shares outstanding to double and, in the process, cause the market price to drop from $80 to $40 per share. For example, if a corporation has 100,000 shares outstanding, a 2-for-1 stock split will result in 200,000 shares outstanding. In year four, preferred stockholders must receive $75,000 before common shareholders receive anything. Of the $175,000 is declared, preferred stockholders receive their $75,000 and the common stockholders get the remaining $100,000.</p>
<h2>Recording Stock Transactions</h2>
<p>Since the cash dividends were distributed, the corporation must debit the dividends payable account by $50,000, with the corresponding entry consisting of the $50,000 credit to the cash account. The correct journal entry post-declaration would thus be a debit to the retained earnings account and a credit of an equal amount to the dividends payable account. A dividend is a distribution of a portion of a company’s earnings, decided by its board of directors, to a class of its shareholders. Dividends can be issued in various forms, such as cash payments, stocks or other securities.</p>
<h2>What is included in a dividend payment?</h2>
<p>Large stock dividends occur when the new shares issued are more than 25% of the value of the total shares outstanding before the dividend. In this case, the journal entry transfers the par value of the issued shares from retained earnings to paid-in capital. Stock dilution is reducing the earnings  per share (EPS) and the ownership percentage of existing shareholders when new shares are issued. Unlike cash dividends, which are paid out of a company&#8217;s earnings, stock dividends include the issuance of additional shares to existing shareholders. Some companies choose not to pay dividends and instead reinvest all of their earnings back into the company. One common scenario for situation occurs when a company experiencing rapid growth.</p>
<p>Suppose an investor purchased 1,000 shares at $10 when the company announced a stock dividend. At times, investors may be required to comply with a &#8220;holding period&#8221; for the shares they have newly received. The holding period is the duration during which the stock should not be sold. Suppose ABC company has the following data available regarding its existing  shares and a stock dividend announcement.</p>
<p>In this case, if the company issues stock dividends less than 20% to 25% of its total common stocks, the market price is used to assign the value to the dividend issued. Even though the total amount of stockholders’ equity remains the same, a stock dividend requires a journal entry to transfer an amount from the retained earnings section to the paid-in capital section. The amount transferred depends on whether the stock dividend is (1) a small stock dividend, or (2) a large stock dividend. This determines whether preferred shares will receive dividends in arrears, which is payment for dividends missed in the past due to an inadequate amount of dividends declared in prior periods. If preferred stock is non-cumulative, preferred shares never receive payments for past dividends that were missed. If preferred stock is cumulative, any past dividends that were missed are paid before any payments are applied to the current period.</p>
<p>Shareholders do not have to pay income taxes on share dividends when they receive them; instead, they are taxed when the shareholder sells them in the future. A share dividend distributes shares so that after the distribution, all shareholders have the exact same percentage of ownership that they held prior to the dividend. To illustrate how these three dates relate to an actual situation, assume the board of directors of the Allen Corporation declared a cash dividend on&nbsp;May 5, (date of declaration).</p>
<p>The cash dividend declared is&nbsp;$1.25 per share to stockholders of record on&nbsp; July 1, (date of record), payable on&nbsp;July 10, (date of payment). Because financial transactions occur on both the date of declaration (a liability is incurred) and on the date of payment (cash is paid), journal entries record the transactions on both of these dates. The Dividends Payable account appears as a current liability on the balance sheet.</p>
<p>The board of directors determines the amount of the dividend, and the company must declare a dividend before it can be paid. It does not increase the company&#8217;s market value as share prices decrease to accommodate the newly issued shares. First, a large number of new shares is issued that dilutes the number of outstanding shares. The second, a large share issue results in market share price reduction after the stock dividend. Thus, it would be fair not to account for the large stock dividend as an earnings distribution event. As the company ABC owns 30% of shares of ownership, under the equity method, it needs to record 30% of XYZ’s net income which is $150,000 ($500,000 x 30%)as an increase in the stock investments.</p>
<p>Stock dividends are corporate earnings that are distributed to stockholders. They are distributions of retained earnings, which is accumulated profit. With a stock dividend, stockholders receive additional shares of stock instead of cash. Stock dividends transfer value from Retained Earnings to the Common Stock and Paid-in Capital in Excess of Par – Common Stock accounts, which increases total paid-in capital. The market doesn’t work with that kind of mathematical precision because there are hundreds of other variables, and it operates as an auction. Preferred stockholders are paid a designated dollar amount per share before common stockholders receive any cash dividends.</p>
<p>Similar to the cash dividend, the stock dividend will reduce the retained earnings at the year-end. However, as the stock usually has two values attached, par value and market value, it considered less straightforward than the cash dividend transaction. Stock dividends are only declared on shares outstanding, not on treasury stock shares. You can view the transcript for “Compute preferred dividend on cumulative preferred stock with dividends in arrears” here (opens in new window).</p>
<p>And at the same time, it also needs to record the dividend received of $18,000 ($60,000 x 30%) as a decrease in stock investments. For example, the company ABC has stock investment in the company XYZ where it holds 30% shares of ownership. On December 31, the company XYZ reports a net income of $500,000 for the year, and at the same time, it also declares and pays the cash dividend of $60,000 <a href="https://www.business-accounting.net/">https://www.business-accounting.net/</a> to its stockholders. For companies, there are several reasons to consider sharing some of their earnings with shareholders in the form of dividends. Many shareholders view a dividend payment as a sign of a company’s financial health and are more likely to purchase its shares. In addition, companies use dividends as a marketing tool to remind investors that their share is a profit generator.</p>
<p>On the payment date of dividends, the company needs to make the journal entry by debiting dividends payable account and crediting cash account. Dividend is usually declared by the board of directors before it is paid out. Hence, the company needs to account for dividends by making journal entries properly, especially when the declaration date and the payment date are in the different accounting periods. Therefore, the dividends payable account – a current liability line item on the balance sheet – is recorded as a credit on the date of approval by the board of directors. Dividends are typically paid to shareholders of common stock, although they can also be paid to shareholders of preferred stock. Shareholders are typically entitled to receive dividends in proportion to the number of shares they own.</p>
<p>Companies that do not want to issue cash or property dividends but still want to provide some benefit to shareholders may choose between small stock dividends, large stock dividends, and stock splits. Both small and large stock dividends occur when a company distributes additional shares of stock to existing stockholders. A stock dividend, a method used by companies to distribute wealth to shareholders, is a dividend payment made in the form of shares rather than cash.</p>
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		<title>Preferred Stock: Definition, Types, and vs  Common Stock</title>
		<link>https://g4gift.in/2022/05/26/preferred-stock-definition-types-and-vs-common/</link>
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		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Thu, 26 May 2022 11:56:39 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=10623</guid>

					<description><![CDATA[Cumulative shares require that any unpaid dividends must be paid to preferred shareholders before any dividends can be paid to common shareholders. If a dividend is suspended on a non-cumulative preferred stock, the company does not have to pay back any missed dividends. To be able to start offering common stock dividends again, all the &#8230; <a href="https://g4gift.in/2022/05/26/preferred-stock-definition-types-and-vs-common/" class="more-link">Continue reading <span class="screen-reader-text">Preferred Stock: Definition, Types, and vs  Common Stock</span></a>]]></description>
										<content:encoded><![CDATA[<p>Cumulative shares require that any unpaid dividends must be paid to preferred shareholders before any dividends can be paid to common shareholders. If a dividend is suspended on a non-cumulative preferred stock, the company does not have to pay back any missed dividends. To be able to start offering common stock dividends again, all the company has to do is to start paying preferred stock dividends also. For this analysis, we used the historical median rolling 36-month standard deviation of returns over the last 15 years, as a rolling measure can account for the cyclicality within an asset class.</p>
<h2>Higher dividends</h2>
<p>While we strive to provide a wide range of offers, Bankrate does not include information about every financial or credit product or service. Sometimes dividends or yields on preferred shares may be offered as floating, and fluctuate according to a benchmark interest rate. Then, when interest rates decrease, they may choose to issue preferred shares  at 4%, allowing them to call in the more expensive shares and issue new ones at a lower dividend rate. However, preferred shares rarely give the holder the right to vote on the company&#8217;s corporate governance, so preferred shareholders have no control over the business&#8217;s management. Now that you understand the basics of cumulative preferred stock, it’s important to assess your investment goals and risk tolerance before diving into this type of investment. If you’re seeking a steady income stream with some degree of safety, cumulative preferred stock might be the right choice for you.</p>
<h2>How does Cumulative Preferred Stock differ from Common Stock?</h2>
<ol>
<li>Miranda is completing her MBA and lives in Idaho, where she enjoys spending time with her son playing board games, travel and the outdoors.</li>
<li>The dividend issuances to preferred stockholders usually hold precedence over dividends issued to common equity holders.</li>
<li>Convertible preferred stock usually has predefined guidance on how many shares of common stock it can be exchanged for.</li>
<li>However, just because it can be sold doesn’t mean you’ll receive the same amount you paid for it.</li>
<li>No matter how profitable the issuing firm, the holder can never receive more than this fixed sum.</li>
</ol>
<p>Rida Morwa leads the Investing Group High Dividend Opportunities where he teams up with some of Seeking Alpha&#8217;s top income investing analysts. The service focuses on sustainable income through a variety of high yield investments with a targeted safe +9% yield. When the Fund is non-diversified, it may invest a relatively high percentage of its assets in a limited number of issuers. The main differences are which rights are granted to shareholders and how the returns work.</p>
<h2>Lower Yield</h2>
<p>In other words, in a bankruptcy preferred stockholders have a higher claim to the assets of the company than do common stockholders. Theoretically, preferred stockholders should be made whole before common stockholders get anything, but in reality that isn’t completely true. You may see situations where, for example, the preferred stockholders receive 80% of the money remaining after bondholders are paid while common stockholders get 20%. And preferred stockholders may get money despite bondholders, with a higher claim, also not being made completely whole.</p>
<p>Either of these may be different from the market price you paid for the preferred stock. Whereas with a bond, you know that you will get par value returned to you at maturity, no matter what interest rates do, preferred stocks are perpetual and may never be redeemed/called. If we go into a very long cycle of higher interest rates, preferred stock prices can fall <a href="https://www.bookkeeping-reviews.com/">https://www.bookkeeping-reviews.com/</a> way below par and stay there for years or decades. A third difference is that the prospectus of the preferred stock sets out what the dividend will be on a preferred stock, while the company is free to pay whatever dividend they choose to common stockholders. While common stock dividends can be lowered or even cut to zero, preferred dividends cannot be lowered.</p>
<p>This is due to certain tax advantages that are available to them but that are not available to individual investors. Because these institutions buy in bulk, preferred issues are&nbsp;a relatively simple way to raise large amounts of capital. CPS provides priority in liquidation over common stock but is subordinate to bonds and other debt securities.</p>
<p>Preferred Stock is a hybrid form of financing representing ownership in a company, combining features of debt and common stock. Noncumulative dividends, on the other hand, can be missed without penalty. If a company decides that it can’t pay a dividend, it can choose to skip paying that dividend.</p>
<p>The compnay issuing the preferred stock does not receive a tax advantage, however. Institutional investors and large firms may be enticed to the investment due to its tax advantages. Some preferred stock are convertible, meaning they can be exchanged for a given number of common shares under certain circumstances. The board of directors might vote to convert the stock, the investor might have the option to convert, or the stock might have a specified date when it automatically converts. Whether this is advantageous to the investor depends on the market price of the common stock. In addition, there are considerations to make regarding the order of rights should a company be liquidated.</p>
<p>Preferred stock dividend payments are not fixed and can change or be stopped. However, these payments are often taxed at a lower rate than bond interest. In addition, bonds often have a term that matures after a certain amount of time. CPS typically does not provide voting rights to shareholders, while common stock provides voting rights to shareholders. This means that common stockholders have more say in the company&#8217;s management decisions than CPS holders.  This makes it a less risky investment option than common stock, particularly in times of financial distress when the company&#8217;s ability to pay dividends and meet its obligations may be in question.</p>
<p>So, personally, I pay very little attention to whether a preferred stock is cumulative or non-cumulative and much more attention to the balance sheet of a company and its operating performance. Also like bonds, preferred stocks can pay a fixed dividend, but may also pay <a href="https://www.bookkeeping-reviews.com/the-components-of-an-operations-management/">the components of an operations management aggregate plan</a> a floating rate that depends on some benchmark interest rate. Only after the interest on bonds are paid can holders of a company’s preferred stock be paid. In turn, only after the preferred stock dividend is paid can the company pay dividends on its common stock.</p>
<p>Cumulative preferred stock is an equity investment that guarantees dividend payments to shareholders. Unpaid dividends–also referred to as dividends in arrears–accumulate and are then paid out at a future date. Those dividend payments are made before any dividends are paid out to common stock shareholders. This press release contains forward-looking statements that reflect the Company&#8217;s current views with respect to the payment of dividends in the future. Preference shares that include a cumulative clause protect the investor against a downturn in company profits. If revenues are down, the issuing company may not be able to afford to pay dividends.</p>
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		<title>Bookkeeping for Startups: Managing Finances for New Ventures</title>
		<link>https://g4gift.in/2021/02/02/bookkeeping-for-startups-managing-finances-for-new/</link>
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		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Tue, 02 Feb 2021 07:22:51 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=10198</guid>

					<description><![CDATA[Xero is another emerging online accounting software company providing practical tools and bank connections with a variety of plans to suit any size of business. Quickbooks Online is another popular online accounting software providing users with the services they need to maintain a financially healthy business. When making a decision to go with a vendor &#8230; <a href="https://g4gift.in/2021/02/02/bookkeeping-for-startups-managing-finances-for-new/" class="more-link">Continue reading <span class="screen-reader-text">Bookkeeping for Startups: Managing Finances for New Ventures</span></a>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2020/06/A-Beginneru2019s-Guide-to-Small-Business-Bookkeeping-300x200.jpg" width="251px" alt="bookkeeping for startups" /></p>
<p>Xero is another emerging online accounting software company providing practical tools and bank connections with a variety of plans to suit any size of business. Quickbooks Online is another popular online accounting software providing users  with the services they  need to maintain a financially healthy business. When making a decision to go with a vendor or service partner, fitting into your budget matters.</p>
<h2>Bookkeeping 101: Bookkeeping Basics for Small Businesses</h2>
<ul>
<li>While bookkeepers focus on day-to-day financial tasks, they work closely with accountants and auditors to facilitate smooth financial operations and ensure compliance with relevant regulations.</li>
<li>Another type of accounting method is the accrual-based accounting method.</li>
<li>A bookkeeper typically focuses on processing and recording transactions, including things like invoices, receivables, payments, and other essential functions.</li>
<li>Understand how prepayments, amortization, depreciation, accrued liabilities etc. impact timing of P&amp;L accounts.</li>
<li>With the right business banking partner, plan, and knowledge of the bookkeeping industry, you can open your doors and begin operating immediately.</li>
</ul>
<p>In other cases, even if you are an educated accounting professional, you still might want to hire a professional to assist in your company’s accounting and bookkeeping system. Having an expert in business finances can help with journal entries and set up great accounting systems. They can give you and the other business owners the freedom to focus on your products and services’ growth path instead of slaving over tracking each line of data. Accounting is deciphering your financial records for everything from paying the right taxes to strategic business decision making.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/05/8c48b199-3e43-49b5-a12a-474a422058f0.jpg" width="251px" alt="bookkeeping for startups" /></p>
<h2>Step 5: Financial Reporting</h2>
<p>For example, human resource situations that involve terminating employees can require calculating severance and running payroll, and your accountant can help during these difficult circumstances. You may also find invoicing and payroll software beneficial for multiple reasons, including for logging your inbound and outbound transactions. <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> These tools can also automate your recurring profits and costs, effectively freeing up more of your time. Deborah Tarasoff, an accountant at the Trump Organization, told jurors about how she handled invoices from Cohen and got the checks signed. &#8220;We would send them to the White House for him to sign,&#8221; Tarasoff said, referring to Trump.</p>
<h2>Join 41,000+ Fellow Sales Professionals</h2>
<p>Puzzle’s innovative approach to financial reporting serves as a compelling case study for the transformative potential of AI when applied to complex, high-stakes domains. While AI is causing a seismic shift in the industry, Orloff recognizes the importance of human oversight, particularly given the high-stakes <a href="https://www.bookstime.com/articles/startup-bookkeeping">bookkeeping for startups</a> nature of financial reporting. Puzzle’s software facilitates collaboration between AI and human experts, allowing accountants to review outputs, mark competence levels, and make corrections when necessary. In casual conversation, the terms “bookkeeping” and “accounting” are often used interchangeably.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2022/03/cde6e10a-263f-4c39-842b-fb703e30d1e9-1-1024x683.jpeg" width="255px" alt="bookkeeping for startups" /></p>
<p>Enter in all data of transactions, reconcile your accounts, and keeping up on accounts receivable are all ways your business will keep up with accuracy and keep cash in the bank. A cash flow statement is a mandatory statement that will record the amount of cash a business has leaving and entering a startup. This financial document will let investors see the company’s management of finances and where the money is coming from. Having a good CFO, accountant and bookkeeper will aid in tracking and utilizing financial statements. Accurate books will help you see that you have enough money coming in and out of business.</p>
<ul>
<li>Creating and maintaining necessary financial records is an important aspect when it comes to accounting for startups.</li>
<li>Each financial transaction is analyzed using basic accounting principles and then allocated to the correct account listed in the trial balance.</li>
<li>Outsourcing can provide cost-effective solutions for routine tasks, allowing your in-house team to focus on strategic financial planning and analysis.</li>
<li>Whether it’s your first business tax return or you’re a pro, having an organized system for your documents will save you a lot of stress.</li>
<li>Tax compliance is a subset of due diligence, and your accountant can help you explain to the VC fund or the acquirer that you have followed all federal and local rules and regulations.</li>
<li>The right accounting software allows real-time collaboration so your books are always open.</li>
</ul>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2019/09/equation1-300x200.jpg" width="257px" alt="bookkeeping for startups" /></p>
<h2>Assign Transactions to Specific Accounts</h2>
<div style='text-align:center'></div>
<h2>Author &#8211; written by&nbsp; an expert bookkeeper</h2>
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		<title>Accounting Quizzes and Practice Tests</title>
		<link>https://g4gift.in/2020/09/30/accounting-quizzes-and-practice-tests/</link>
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		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Wed, 30 Sep 2020 17:50:37 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=11283</guid>

					<description><![CDATA[If you have difficulty answering the following questions, learn more about this topic byreading our Debits and Credits (Explanation) and AdditionalExplanation. If you have difficulty answering the following questions, learn more about this topic byreading our Cash Flow Statement (Explanation). If you have difficulty answering the following questions, learn more about this topic byreading our &#8230; <a href="https://g4gift.in/2020/09/30/accounting-quizzes-and-practice-tests/" class="more-link">Continue reading <span class="screen-reader-text">Accounting Quizzes and Practice Tests</span></a>]]></description>
										<content:encoded><![CDATA[<p>If you have difficulty answering the following questions, learn more about this topic byreading our Debits and Credits (Explanation) and AdditionalExplanation. If you have difficulty answering the following questions, learn more about this topic byreading our Cash Flow Statement (Explanation). If you have difficulty answering the following questions, learn more about this topic byreading our Financial Statements (Explanation). If you have difficulty answering the following questions, learn more about this topic byreading our Financial Accounting (Explanation). If you have difficulty answering the following questions, learn more about this topic byreading our Accounting Basics (Explanation).</p>
<h2>Accounting Multiple-Choice Questions</h2>
<p>Learn accounting and finance concepts fast and fun using contents from lessons covered in the Accounting Flashcards App. Test your knowledge of bookkeeping and accounting with our online accounting basics quiz. Double Entry Bookkeeping is here to provide you with free online information to help you learn and understand bookkeeping and introductory accounting. If you wish to take an <a href="https://www.business-accounting.net/sales-revenue/">sales revenue</a> please do so by first choosing a quiz from the Popular Quiz list below.</p>
<h2>Start the Accounting Basics Quiz</h2>
<p>Over 1.8 million professionals use CFI to learn accounting, financial analysis, modeling and more. Start with a free account to explore 20+ always-free courses and hundreds of finance templates and cheat sheets. Almost 700 unique accounting questions with PDF available inside with questions, answers, and explanations.</p>
<ol>
<li>Over 1.8 million professionals use CFI to learn accounting, financial analysis, modeling and more.</li>
<li>If you have difficulty answering the following questions, learn more about this topic byreading our Financial Accounting (Explanation).</li>
<li>If you have difficulty answering the following questions, learn more about this topic byreading our Cash Flow Statement (Explanation).</li>
</ol>
<h2>Bookkeeping Basics Quizzes</h2>
<p>Note that there is no time limit to answer the questions, and you can have as many goes at answering each question as you like. &#8220;I started using AccountingCoach when I found myself unemployed and looking to brush up on my cost accounting skills. It was a wonderful tool and I found it easy to use and contained all the information I would need to get familiar with the topic, all while not having to go back to my college books or my CPA review materials. It is affordably priced and well worth investing in. I am now employed and the materials I studied helped me to prepare for questions I received in the interview process regarding topics I needed to brush up on.&#8221;- Karen B. For each item below, write down what is required on a piece of paper.</p>
<h2>Free Accounting Courses</h2>
<p>He is the sole author of all the materials on AccountingCoach.com. For the past 52 years, Harold Averkamp (CPA, MBA) has worked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online. Here is a free basic accounting test to check your understanding of the section on the basic accounting concepts.</p>
<p>Why not try one of our <a href="https://www.business-accounting.net/">https://www.business-accounting.net/</a>zes and test your knowledge of bookkeeping and accounting. Shaun Conrad is a Certified Public Accountant and CPA exam expert with a passion for teaching. After almost a decade of experience in public accounting, he created MyAccountingCourse.com to help people learn accounting &amp; finance, pass the CPA exam, and start their career. The owner’s equity account that contains the amount invested in the sole proprietorship by Mary Smith plus the net income since the company began minus the draws made by Mary Smith since the company began. The current year net income might be in the temporary revenue and expense accounts and the current year  draws might be in the drawing account. However, after the financial statements for the year are prepared the current year net income and draws will be transferred to this account.</p>
<h2>Cash Flow Statement Quizzes</h2>
<p>For multiple-choice and true/false questions, simply press or click on what you think is thecorrect answer.For fill-in-the-blank questions, press or click on the blank space provided. A negative effect could also be thought of as a use of cash, a decrease in cash, or a negative amount on the cash flow statement. A positive effect could also be thought of as a source of cash, an increase in cash, or a positive amount on the cash flow statement. To make this test more realistic, time yourself to make sure that you&#8217;re not just getting the correct answers but also answering at the right speed.</p>
<p>He has been a manager and an auditor with Deloitte, a big 4 accountancy firm, and holds a degree from Loughborough University. If you need a refresher  course on this topic you can view our bookkeeping basics tutorials here. Receive instant access to our graded QuickTests (more than 1,800 unique test questions) when you joinAccountingCoach PRO.</p>
<p>You can check your answers later through the link at the end of the quiz. This Accounting Test is designed to help you assess your knowledge of essential accounting principles and basic concepts. We strongly encourage any students who are planning or are beginning their FMVA certification program to take this test to determine whether you will need to take the prerequisite accounting courses, including Accounting Fundamentals and Reading Financial Statements. This is also a useful resource for employers to examine the technical knowledge of the candidates during an accounting or finance interview. My Accounting Course &nbsp;is a world-class educational resource developed by experts to simplify accounting, finance, &amp; investment analysis topics, so students and professionals can learn and propel their careers. For the past 52 years, Harold Averkamp (CPA, MBA) hasworked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online.</p>
<p>Once you have completed the test here (and written down your answers), click on the Check Your Answers&nbsp;button at the bottom of this page and you will go to a new page with the solutions. Please note that the solution sheet on the next page only shows the solutions and not whether you got each of the questions right or wrong. Gain unlimited access to more than 250 productivity Templates, CFI&#8217;s full course catalog and accredited Certification Programs, hundreds of resources, expert reviews and support, the chance to work with real-world finance and research tools, and more. Take your learning and productivity to the next level with our Premium Templates.</p>
<p>CFI is the official global provider of the&nbsp;Financial Modeling and Valuation Analyst (FMVA)<img src="https://s.w.org/images/core/emoji/16.0.1/72x72/2122.png" alt="™" class="wp-smiley" style="height: 1em; max-height: 1em;" /> certification&nbsp;program, designed to transform anyone into a world-class financial analyst. Enroll now to gain the skills you need to take your career to the next level. Chartered accountant Michael Brown is the founder and CEO of Double Entry Bookkeeping. He has worked as an accountant and consultant for more than 25 years and has built financial models for all types of industries. He has been the CFO or controller of both small and medium sized companies and has run small businesses of his own.</p>
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		<title>MMKR Local MN Certified Public Accountants St Louis Park, MN</title>
		<link>https://g4gift.in/2020/07/30/mmkr-local-mn-certified-public-accountants-st/</link>
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		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Thu, 30 Jul 2020 17:13:45 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=10690</guid>

					<description><![CDATA[We&#8217;ll do the work for you – finding and connecting you with service providers that meet your exact requirements. SFR is organized into teams, each team services specific bookkeeping minneapolis areas. Provide consistent and high-quality financial stewardship of sponsored awards in order to maintain research excellence at the University of Minnesota. Accounting Assistant I Josie &#8230; <a href="https://g4gift.in/2020/07/30/mmkr-local-mn-certified-public-accountants-st/" class="more-link">Continue reading <span class="screen-reader-text">MMKR Local MN Certified Public Accountants St Louis Park, MN</span></a>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/03/e5b68aff-bb72-497f-b043-44f84888df4e.jpg" width="252px" alt="accounting firms in Minneapolis" /></p>
<p>We&#8217;ll do the work for you – finding and connecting you with service providers that meet your exact requirements. SFR is organized into teams, each team services specific <a href="https://www.bookstime.com/bookkeeping-services/minneapolis">bookkeeping minneapolis</a> areas. Provide consistent  and high-quality financial stewardship of sponsored awards in order to maintain research excellence at the University of Minnesota.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2019/10/Window-300x200.jpg" width="256px" alt="accounting firms in Minneapolis" /></p>
<h2>Accounting Assistant I</h2>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2021/08/d150ee275a.jpg" width="256px" alt="accounting firms in Minneapolis" /></p>
<p>Josie is passionate about growing her accounting knowledge and delivering high-quality work to her JAK + Co. teammates and clients. Hardworking yet compassionate, she seeks to find the joy in any situation. HAB Inc. was formed as a subsidiary of the firm to market and sell computer services, which included accounting software to public housing authorities.</p>
<ul>
<li>The Opus College program also focuses on practical skills, with 100% of graduate students acquiring experience in paid internships.</li>
<li>Browse descriptions, feedback, and awards to find which can best suit your company’s needs.</li>
<li>Provide consistent and high-quality financial stewardship of sponsored awards in order to maintain research excellence at the University of Minnesota.</li>
<li>Reliable financial information is essential to effectively manage the business of the University and protect its assets.</li>
<li>“Smith Schafer is very dedicated to their clients and always has their best interests in mind.</li>
<li>Capital equipment asset records are maintained in the PeopleSoft Financials Asset Management module.</li>
</ul>
<h2>Save time and money with 1095Hawk.</h2>
<ul>
<li>This team administers the payment card program which enables departments to accept credit and debit cards for payment of goods and services.</li>
<li>Although becoming an accountant is a challenge, the benefits range from almost guaranteed employment to opportunities for leadership and high pay levels.</li>
<li>HAB Inc. was formed as a subsidiary of the firm to market and sell computer services, which included accounting software to public housing authorities.</li>
<li>The average accounting salary in Minnesota is $53,399 in 2020.</li>
<li>If you decide to become certified, you’ll need to complete 150 credits of college education and pass all four sections of the CPA exam.</li>
</ul>
<p>The team also&nbsp;facilitates the review of,  and gives approval for, all external sales related, activity, contracts and documents. You can learn more about the Internal and <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> External Sales&nbsp;on their web page. The help desk team members will refer issues to the appropriate University resource if they cannot be immediately addressed or resolved.</p>
<h2>BPO Firm Onboarding Checklist For Small Businesses</h2>
<p>Today, our Green Bay office has five partners, 11 CPAs, and 29 total employees. From our local roots to our global connection, our active involvement with peers ensures our clients receive a large firm&#8217;s resources but have the relationship experience with a small firm. Smith Schafer is a member of PrimeGlobal, the third largest association of independent accounting firms in the world, giving us access to a wide range of specialists with accounting and tax experience. Accounting Services responsible for establishing and maintaining the equipment property control system for the University of Minnesota. Equipment is defined as tangible, movable, non-expendable items and can be classified as either capital or non-capital equipment assets. Ranked #144 out of all&nbsp;business grad schools in the country by US News, the Opus College of Business at the University of St. Thomas offers a well-regarded accounting program.</p>
<p>Essentially, this places the state right around the average when it comes to accounting salary ranges in the United States. This same Minneapolis and St. Paul-based university took 11th place in a survey of accounting professors in small institutions conducted by the Public Accounting Report just a few years ago. Interested candidates should submit a resume and cover letter outlining their qualifications and relevant experience to Ensure bank accounts are reconciled regularly to maintain accuracy and identify discrepancies. We’ve added Pay By Check as a new, convenient payment method to choose.</p>
<h2>For Students, Faculty, and Staff</h2>
<ul>
<li>Our firm continues to provide fee accounting and consulting services to nearly 150 Public Housing Authorities throughout the U.S.</li>
<li>They have helped us navigate many personal and business decisions.&#8221;</li>
<li>Smith Schafer is striving to be a paperless firm, and we try our best to prepare everything electronically.</li>
<li>In December of 1984, the management committee approved the purchase of computers, or “micros,” for all staff members.</li>
<li>Accountants are highly qualified professionals who need to balance analytic and quantitative skills with leadership and decision-making.</li>
</ul>
<p>Reliable financial information is essential to effectively manage the business of the University and protect its assets. Courses and materials address the responsibilities everyone has for managing the finances and reputation of the University. Training materials and job aids can be found on the&nbsp;Controller&#8217;s Training page. Administrative support (human resources, financial transaction processing) for the Controller&#8217;s Office is provided by our parent unit, University Finance. Accounting Services is also responsible for maintaining the University of Minnesota’s official record of capital equipment assets. Capital equipment asset records are maintained in the PeopleSoft Financials Asset Management module.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.bookstime.com/wp-content/uploads/2022/02/cpa-vs-accountant-what-is-the-difference-1-1024x683.jpeg" width="256px" alt="accounting firms in Minneapolis" /></p>
<p>To qualify, their degree program needs to include at least 24 semester hours of accounting and 24 hours of business courses. Try to gauge the amount of hands-on experience you will be able to acquire through on-campus organizations, internships, and volunteering. Look out for well-known recruiters that target graduates of that specific program. Maintain organized and up-to-date financial records and files while ensuring compliance with company policies and procedures.</p>
<div style='text-align:center'></div>
<p>We offer a secure online portal to clients to facilitate the exchange of financial information and documents. &#8220;The people at Smith Schafer always take great care of me. They are so knowledgeable and provide great advice and support.&#8221; &#8220;Smith Schafer is always responsive and in the know about what is important for me and my business. The team is responsive and professional with all my interactions. Very customer-focused.&#8221; &#8220;Always fast, great service and questions answered. Love the people I work with at Smith Schafer. We&#8217;ve been there so long, it&#8217;s like working with family.&#8221; They have helped us navigate many personal and business decisions.&#8221; The average accounting salary in Minnesota is $53,399 in 2020.</p>
<h2>Develop a tax plan (tailored to your specific needs)</h2>
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