{"id":259524,"date":"2021-09-08T18:04:11","date_gmt":"2021-09-08T15:04:11","guid":{"rendered":"https:\/\/hmak.org\/?p=259524"},"modified":"2021-12-08T10:29:28","modified_gmt":"2021-12-08T07:29:28","slug":"decorating-vertical-balance-sheet-format-in-excel","status":"publish","type":"post","link":"https:\/\/hmak.org\/main\/decorating-vertical-balance-sheet-format-in-excel\/","title":{"rendered":"Decorating Vertical Balance Sheet Format In Excel"},"content":{"rendered":"<div style=\"margin-top: 0px; margin-bottom: 0px;\" class=\"sharethis-inline-share-buttons\" ><\/div><div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">The Difference Between A Vertical And Horizontal Balance Sheet<\/a><\/li>\n<li><a href=\"#toc-1\">What Is Common Size Analysis?<\/a><\/li>\n<li><a href=\"#toc-2\">Balance Sheet Format<\/a><\/li>\n<li><a href=\"#toc-3\">What Are The Components Of Trend Analysis?<\/a><\/li>\n<li><a href=\"#toc-4\">Accounting For Management<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px%\" alt=\"vertical balance sheet\"\/><\/p>\n<p>The difference in percentage is computed by taking the dollar difference in an Income Statement item and dividing it by the base year. Applying common-size analysis to firm\u2019s balance sheet gives us a clear understanding of its capital structure, which can be compared to other firms or some optimal capital structure for the industry. It also allows to estimate whether some of the company\u2019s debts being too high. Some businesses have higher and lower current ratios, depending on how they are financially structured. Generally speaking, a company with assets and debt should have a current ratio above 1 to stay afloat.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px%\" alt=\"vertical balance sheet\"\/><\/p>\n<p>Common-size percentages solve such a problem and facilitate industry comparison. Vertical analysis is most commonly used within a financial statement for a single reporting period, e.g., quarterly. It is done so that accountants can ascertain the relative proportions of the balances of each account. In ABC Company&#8217;s case, we can clearly see that costs are a big reason profits are declining despite the company&#8217;s robust sales growth.<\/p>\n<h2 id=\"toc-0\">The Difference Between A Vertical And Horizontal Balance Sheet<\/h2>\n<p>On March 16th, Power Tools purchased inventory on account from Brown Manufacturing for $4,345. The good news is that the financial health <a href=\"https:\/\/en.wikipedia.org\/wiki\/QuickBooks\">QuickBooks<\/a> of the world economy is amazing. To increase the odds of catching a trend early, focus on setups that commonly precede them.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px%\" alt=\"vertical balance sheet\"\/><\/p>\n<p>16Brown ManufacturingP155We enter the date of the transaction in the first column. The account credited is the name of the company, <a href=\"https:\/\/online-accounting.net\/the-vertical-balance-sheet\/\">vertical balance sheet<\/a> so it is going to be Brown Manufacturing. We would be crediting the Brown Manufacturing account because we owe them money.<\/p>\n<p>In addition, you will also see the amount of the invoice and specific accounts that were involved in the transaction. Usually, at the end of the month, the bookkeeper will total the amounts for each account and transfer the total to the Purchases account. Horizontal analysis is the comparison of historical financial information over a series of reporting periods, or of the ratios derived from this information. It is used to see if any numbers are unusually high or low in comparison to the information for bracketing periods, which may then trigger a detailed investigation of the reason for the difference. Thus, performing vertical analysis helps in many ways, especially when we are planning to invest or buying a business. Current assets include cash and other cash equivalents like Accounts receivables, securities, inventory, and prepaid expenses. Asset Section consists of the current assets and fixed assets of the company.<\/p>\n<h2 id=\"toc-1\">What Is Common Size Analysis?<\/h2>\n<p>Notable is also an increasing trend of gross profit margin over the period of three years. From this common-size statement of profit and loss we also can notice a big percent of research expenses, which means the company is trying to be innovative and invests resources in the development. In balance sheet common-size analysis total assets are usually being set as a common figure. As known from the basic balance sheet equation, total assets equal total liabilities plus shareholders\u2019 equity, thus, these figures are interchangeable. Sometimes analysts also use total liabilities as a common figure, mostly when they need to estimate company\u2019s obligations and firm\u2019s manner of debt management. For best results, perform vertical analysis on a handful of company balance sheets and calculate the average to establish a baseline balance for each account.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px%\" alt=\"vertical balance sheet\"\/><\/p>\n<p>The Vendors section is used to record the amount debited from the vendor account. For this reason, you might see it being simply referenced <a href=\"https:\/\/home.treasury.gov\/policy-issues\/cares\">CARES Act<\/a> as Purchases Discount. For any cash payment that does not involve purchases, the bookkeeper would use the Other Accounts column.<\/p>\n<p>Thus just insert the respective amounts of the balance sheet in the light blue columns. The balance sheet used to sometimes be shown in a horizontal format instead of the vertical format shown above. You can also add more fields and formulas of the excel in this balance sheet format as per needs. We believe that it will provide you enough assistance and guidance to make a balance sheet error free. Youll be able to compare the evolution of financial statements between different years of the current and noncurrent assets and liabilities. However, this was followed by a slight decrease of this ratio during the year 3.<\/p>\n<h2 id=\"toc-2\">Balance Sheet Format<\/h2>\n<p>Hence, if they don\u2019t balance there is a mistake in the accounting process. It does not help take a firm decision owing to a lack of standard percentage or ratio regarding the components in the balance sheet and income statement.<\/p>\n<ul>\n<li>For example, if the value of long-term debts in relation to the total assets value is too high, it shows that the company\u2019s debt levels are too high.<\/li>\n<li>Horizontal balance sheet is a method of analyzing a company\u2019s financial performance by breaking down the company\u2019s assets, liabilities, and shareholder equity into their respective categories.<\/li>\n<li>Under the &#8220;Total Stockholders&#8217; Equity&#8221; line item, ensure there is a line item that reads &#8220;Total Liabilities and Stockholders&#8217; Equity&#8221;.<\/li>\n<li>This information suggests that the company didn&#8217;t do as well at selling jeans, purses and shoes in year two as it did in year one.<\/li>\n<li>Vertical analysis is the comparison of various line items within a single period.<\/li>\n<li>Similarly to the common-size income statement, the cash flow statement can also be displayed in percentage of total sales.<\/li>\n<\/ul>\n<p>A financial manager or investor uses the common size analysis to see how a firm\u2019s capital structure compares to rivals. They can make important observations by analyzing specific line items in relation to the total assets. Moreover, it also helps in comparing the numbers of a company between different time periods , be it quarterly, half-yearly or annually. For instance, by expressing several expenses in the income statement as a percentage of sales, one can analyze if the profitability is improving.<\/p>\n<p>In this format, the totals of each column should always be the same. From the table above, we can deduce that cash represents 14.5% of the total assets while inventory represents 12% of the total assets. In the liabilities section, we can deduce that accounts payable represent 15%, salaries 10%, long-term debt 30%, and shareholder\u2019s equity 40% of the total liabilities and stockholder\u2019s equity. Vertical analysis, horizontal analysis and financial ratios are part of financial statement analysis. It shows the assets, liabilities, equity capital, total debt, etc. at a given point of time. This information suggests that the company didn&#8217;t do as well at selling jeans, purses and shoes in year two as it did in year one.<\/p>\n<h2 id=\"toc-3\">What Are The Components Of Trend Analysis?<\/h2>\n<p>The vertical analysis calculator allows for details of an income statement and a balance sheet to be entered, and calculates each line item as a percentage of the relevant base line item. The use of vertical analysis as a comparison tool is discussed more fully in our vertical analysis tutorial. To calculate the quick ratio, locate each of the formula components on a company\u2019s balance sheet in the current assets and current liabilities sections. Horizontal AnalysisHorizontal analysis interprets the change in financial statements over two or more accounting periods based on the historical data. It denotes the percentage change in the same line item of the next accounting period compared to the value of the baseline accounting period. The intent of a vertical balance sheet is for the reader to make comparisons between the numbers on the balance sheet for a single period.<\/p>\n<h2 id=\"toc-4\">Accounting For Management<\/h2>\n<p>You can look back on your old cash disbursement journals to see how much you spent and which habits you developed. Balance sheet vertical form is a balance sheet that is presented vertically, rather than horizontally. The quick ratio is an indicator of a company\u2019s short-term liquidity position and measures a company\u2019s ability to meet its short-term obligations with its most liquid assets. Since it indicates the company\u2019s ability to instantly use its near-cash assets to pay down its current liabilities, it is also called the acid test ratio. An acid test is a quick test designed to produce instant results\u2014hence, the name. Balance Sheet Vertical Analysis Template is a ready-to-use template in Excel, Google Sheet, and OpenOffice to analyze the relative percentage change over a period. If necessary, talk with different department managers and ask their opinions on certain numbers.<\/p>\n<p>Balance sheet has great importance to know about the strength and power of the business and let you know about whether the business is going in positive direction or is decreasing day by day. Income statement is also the other name of profit and loss statement and it leads us to know about the status of the business whether it is running in a positive direction or is going in loss day by day. Make company performance appraisal easy using this free spreadsheet. Vertical analysis expresses each amount on a financial statement as a percentage of another amount. Whereas, businesses that operate on a bigger scale, and have different branches\/departments, prepare horizontal balance sheets. It is an additional balance sheet that displays the performance of each department\/branch.<\/p>\n<h2 id=\"toc-6\">The Basics Of Balance Sheet Analysis For Investing<\/h2>\n<p>These assets include irreplaceable technical workforce, online sales channels, loyalty, honesty, etc. We have created a Balance Sheet Template that summarizes the company\u2019s assets, liabilities, and equity. This will give your lender or investors an idea of the health of the company. Vertical Analysis provides us a measure of the size of individual line items and the impact they might bring on the overall balance sheet and profit &#038; loss account. Thus, it will be best not to use vertical analysis as a tool to get an answer, but use it to figure out what questions one may ask.<\/p>\n<p>Balance Sheet Template is a ready-to-use template in Excel, Google Sheets, and OpenOffice that helps you to gain insights into the financial strengths of the company. Year 1 <a href=\"https:\/\/en.wikipedia.org\/wiki\/Normal_balance\">normal balance<\/a> Year 2 Year 3 Sales 100% 100% 100% COGS 30% 29% 40% Gross Profit 70% 71% 60% Marketing 5% 5% 10% In the above table, we see that COGS for the company spiked in year three.<\/p>\n<p>Current assets are combined with all other assets to determine a company&#8217;s total assets. The most common are horizontally and vertically structured formats. For investors, the vertical format is the easiest to read, because it lists the results of multiple periods in columns next to each other. Job order costing is a process costing method that assigns costs to individual jobs. Process costing is a cost accounting method that assigns costs to the production process. The debited account in this case is the inventory requirements account, and since it is not part of the accounts payable, we book the amount under the other accounts.<\/p>\n<div style=\"margin-top: 0px; margin-bottom: 0px;\" class=\"sharethis-inline-share-buttons\" ><\/div>","protected":false},"excerpt":{"rendered":"<p>Content The Difference Between A Vertical And Horizontal Balance Sheet What Is Common Size Analysis? Balance Sheet Format What Are The Components Of Trend Analysis? Accounting For Management The difference in percentage is computed by taking the dollar difference in an Income Statement item and dividing it by the base year. Applying common-size analysis to &hellip;<\/p>\n<div style=\"margin-top: 0px; margin-bottom: 0px;\" class=\"sharethis-inline-share-buttons\" data-url=https:\/\/hmak.org\/main\/decorating-vertical-balance-sheet-format-in-excel\/><\/div>\n","protected":false},"author":20,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[9],"tags":[],"class_list":["post-259524","post","type-post","status-publish","format-standard","hentry","category-9"],"_links":{"self":[{"href":"https:\/\/hmak.org\/main\/wp-json\/wp\/v2\/posts\/259524","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/hmak.org\/main\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/hmak.org\/main\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/hmak.org\/main\/wp-json\/wp\/v2\/users\/20"}],"replies":[{"embeddable":true,"href":"https:\/\/hmak.org\/main\/wp-json\/wp\/v2\/comments?post=259524"}],"version-history":[{"count":0,"href":"https:\/\/hmak.org\/main\/wp-json\/wp\/v2\/posts\/259524\/revisions"}],"wp:attachment":[{"href":"https:\/\/hmak.org\/main\/wp-json\/wp\/v2\/media?parent=259524"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/hmak.org\/main\/wp-json\/wp\/v2\/categories?post=259524"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/hmak.org\/main\/wp-json\/wp\/v2\/tags?post=259524"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}