{"id":2804,"date":"2023-02-17T15:37:39","date_gmt":"2023-02-17T15:37:39","guid":{"rendered":"http:\/\/biblioteca-mindole.salem-ecuador.org\/?p=2804"},"modified":"2025-07-22T19:42:53","modified_gmt":"2025-07-22T19:42:53","slug":"vertical-vs-horizontal-analysis-the-ultimate-guide","status":"publish","type":"post","link":"http:\/\/biblioteca-mindole.salem-ecuador.org\/?p=2804","title":{"rendered":"Vertical vs Horizontal Analysis: The Ultimate Guide!"},"content":{"rendered":"<p>It can be hard to compare the balance sheet of a $1 billion company with that of a $100 billion company. The common-sized accounts of vertical analysis make it possible to compare and contrast numbers of far different magnitudes in a meaningful way. First, we can see that the company\u2019s marketing expenses increased not just in dollar terms, but also as a percentage of sales. This implies that the new money invested in marketing was not as effective in driving sales growth as in prior years.<\/p>\n<h2>Prepare the Necessary Financial Information<\/h2>\n<p>By comparing financial performance with similar organizations, businesses can gain insights into their relative position and identify areas for improvement. This information can be crucial for strategic decision-making and setting realistic goals. While horizontal analysis is useful in income statements, balance sheets, and retained earnings statements, vertical analysis is useful in the analysis of income tax, sales figures and operating costs. Financial statements are the window to a business entity\u2019s financial performance and health. Various stakeholders such as shareholders, investors, creditors, banks etc. assess and analyze the financial statements. This analysis helps them gauge various aspects of the entity\u2019s financial health which then forms the basis for their decision making.<\/p>\n<h2>Top 5 Differences<\/h2>\n<p>Vertical analysis of financial statement provides a comparable percentage which can be used to compare with the previous years. In vertical analysis, the line of items on a balance sheet can be expressed as a proportion or percentage of total assets, liabilities or equity. However, in the case of the income statement, the same may be indicated as a percentage of gross sales, while in cash flow statement, the cash inflows and outflows are denoted as a proportion of total cash inflow. Vertical analysis involves expressing each line item as a percentage of the base item. In the income statement, for instance, every revenue and expense item is presented as a percentage of total revenue.<\/p>\n<h2>Download a free copy of \u00abPreparing Your AP Department For The Future\u00bb, to learn:<\/h2>\n<p>This can pinpoint areas that require further investigation, like a sudden drop in sales or a large increase in operating expenses. Here are some frequently asked questions to help you better understand the concepts of vertical and horizontal analysis, and how they can be used for effective financial statement analysis. This guide aims to provide a comprehensive understanding of vertical analysis and horizontal analysis. To achieve this, the article layout should be meticulously structured to provide clarity and ease of navigation for the reader. Horizontal analysis looks at amounts from the financial statements over a horizon of many years.<\/p>\n<p>On the balance sheet, each asset, liability, and equity item is represented as a percentage of total assets. This normalization of values facilitates a meaningful comparison of the relative contribution of each component to the whole. Cash in the current year is $110,000 and total assets equal $250,000, giving a common-size percentage of 44%. If the company had an expected cash balance of 40% of total assets, they would be exceeding expectations.<\/p>\n<ul>\n<li>In percentage analysis, financial data in percentage form is disclosed and compared.<\/li>\n<li>All of the amounts on the balance sheets and the income statements will be expressed as a percentage of the base year amounts.<\/li>\n<li>Horizontal analysis involves taking the financial statements for a number of years, lining them up in columns, and comparing the changes from year to year.<\/li>\n<\/ul>\n<h2>Horizontal and vertical analysis<\/h2>\n<p>It is most valuable to do horizontal analysis for information over multiple periods to see how change is occurring for each line item. If multiple periods are not used, it can be difficult to identify a trend. The year being used for comparison purposes is called the base year (usually the prior period). The year of comparison for horizontal analysis is analysed for dollar and percent changes against the base year. Find out a little more about vertical analysis in accounting, including horizontal analysis vs. vertical analysis, with our comprehensive article. Another powerful application of a vertical analysis is to compare two or more companies of different sizes.<\/p>\n<p>On the other hand, vertical analysis is used in the comparison of a financial item as a percentage of the base figure, commonly total liabilities and assets. In the context of an income statement, vertical analysis provides insights into the distribution of revenues and expenses. By expressing each line item as a percentage of total revenue, analysts can identify the relative significance of various components. This aids in assessing the cost structure, profitability ratios, and the overall composition of the income statement. Further analysis via horizontal analysis will likely be required to unlock those insights, and make use of them in a strategic way. Firms of different sizes can be compared easily as all the items are expressed as a percentage.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"608px\" alt=\"horizontal vs vertical analysis\" 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\"\/><\/p>\n<p>Horizontal analysis is the comparison of <a href=\"https:\/\/www.adprun.net\/what-is-the-difference-between-vertical-analysis\/\" target=\"_blank\" rel=\"noopener\">horizontal vs vertical analysis<\/a> historical financial information over a series of reporting periods. 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 reasons for the difference. It enables businesses to navigate their fiscal landscape with informed foresight. Similar comparative statements are typically drawn out for income statement and cash flow statement as well to give a complete picture. In percentage analysis, financial data in percentage form is disclosed and compared.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"607px\" alt=\"horizontal vs vertical analysis\" 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\"\/><\/p>\n<ul>\n<li>In this article, we will explore the attributes of horizontal analysis and vertical analysis, highlighting their key differences and benefits.<\/li>\n<li>A comparison of the two companies\u2019 financial statements based on vertical analysis, reveals that XYZ Inc. is extremely capital heavy as the proportion of its fixed assets is very high when compared to ABC Inc.<\/li>\n<li>But financial reporting alone doesn\u2019t provide the information gained from completing financial statement analysis, which is essential for understanding the nuances of your company\u2019s financial health.<\/li>\n<li>Horizontal analysis is usually the go-to analysis used by CPAs and CFOs for companies that have been operating for a significant period of time.<\/li>\n<\/ul>\n<p>A vertical balance sheet format makes it much easier to compare balance sheet totals between multiple periods or just easily assess financial performance for a single month. Vertical analysis provides a different look at your financial statements, with each line item on your financial statement listed as a percentage of the established base figure. Vertical analysis, often using common-size statements, is particularly useful when comparing a company&#8217;s financial performance to its competitors, or to industry benchmarks. It helps normalize the data, making it easier to see where a company excels or lags behind regardless of size.<\/p>\n<p>For example, when using vertical analysis with your income statement, you would use your gross sales number (never net sales) as the base number, with all other line-item totals as a percentage of the base number. After squaring the differences and adding them up, then dividing by the total number of items, we find that the variance is 56,334. Taking the square root of that, we get the standard deviation, which is $7,506. This method is particularly useful for both internal analysis to identify areas of growth and external analysis by investors or lenders who want to see demonstrable growth before committing their resources to your business.<\/p>\n<p>If cash is $8,000 then it will be presented as 2%($8,000 divided by $400,000). If the accounts payable are $88,000 they will be restated as 22% ($88,000 divided by $400,000). Horizontal analysis, also known as trend analysis, is a financial analysis method that evaluates a company\u2019s financial performance over multiple periods. By comparing line items in financial statements across consecutive periods, this analysis allows stakeholders to identify trends, patterns, and changes in a company\u2019s financial position.<\/p>\n<p>With the help of this analysis, the percentages so computed can be directly compared with the result of the equivalent percentages of the past years or other companies operating in the same industry, irrespective of their size. So, common size financial statement not only helps in intra-firm comparison but also in inter-firm comparison. In Horizontal Financial Analysis, the comparison is made between an item of financial statement, with that of the base year\u2019s corresponding item.<\/p>\n<p>Both methods provide unique insights into a company&#8217;s financial performance and can be used for benchmarking, identifying anomalies, and making informed decisions. A vertical analysis of financial statements often reports the percentage of each line item to a total amount. Vertical analysis can be used to compare and identify trends within a company from year to year or between different companies . ABC Company\u2019s income statement and vertical analysis demonstrate the value of using common-sized financial statements to better understand the composition of a financial statement.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>It can be hard to compare the balance sheet of a $1 billion company with that of a $100 billion company. The common-sized accounts of vertical analysis make it possible to compare and contrast numbers of far different magnitudes in a meaningful way. First, we can see that the company\u2019s marketing expenses increased not just [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_uag_custom_page_level_css":"","site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"_themeisle_gutenberg_block_has_review":false,"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[132],"tags":[],"class_list":["post-2804","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"jetpack_sharing_enabled":true,"jetpack_featured_media_url":"","uagb_featured_image_src":{"full":false,"thumbnail":false,"medium":false,"medium_large":false,"large":false,"1536x1536":false,"2048x2048":false},"uagb_author_info":{"display_name":"aguamar De Mora","author_link":"http:\/\/biblioteca-mindole.salem-ecuador.org\/author\/aguamar"},"uagb_comment_info":0,"uagb_excerpt":"It can be hard to compare the balance sheet of a $1 billion company with that of a $100 billion company. The common-sized accounts of vertical analysis make it possible to compare and contrast numbers of far different magnitudes in a meaningful way. First, we can see that the company\u2019s marketing expenses increased not just&hellip;","_links":{"self":[{"href":"http:\/\/biblioteca-mindole.salem-ecuador.org\/index.php?rest_route=\/wp\/v2\/posts\/2804","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/biblioteca-mindole.salem-ecuador.org\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/biblioteca-mindole.salem-ecuador.org\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/biblioteca-mindole.salem-ecuador.org\/index.php?rest_route=\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"http:\/\/biblioteca-mindole.salem-ecuador.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=2804"}],"version-history":[{"count":1,"href":"http:\/\/biblioteca-mindole.salem-ecuador.org\/index.php?rest_route=\/wp\/v2\/posts\/2804\/revisions"}],"predecessor-version":[{"id":2805,"href":"http:\/\/biblioteca-mindole.salem-ecuador.org\/index.php?rest_route=\/wp\/v2\/posts\/2804\/revisions\/2805"}],"wp:attachment":[{"href":"http:\/\/biblioteca-mindole.salem-ecuador.org\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=2804"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/biblioteca-mindole.salem-ecuador.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=2804"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/biblioteca-mindole.salem-ecuador.org\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=2804"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}