{"id":33891,"date":"2022-11-25T16:28:20","date_gmt":"2022-11-25T09:28:20","guid":{"rendered":"http:\/\/surin.nfe.go.th\/News\/?p=33891"},"modified":"2024-12-12T06:14:37","modified_gmt":"2024-12-11T23:14:37","slug":"leverage-key-to-business-profitability-or-catalyst","status":"publish","type":"post","link":"http:\/\/surin.dole.go.th\/News\/?p=33891","title":{"rendered":"Leverage: Key to Business Profitability or Catalyst to Financial Distress"},"content":{"rendered":"<p><img decoding=\"async\" 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width=\"605px\" alt=\"difference between operating leverage and financial leverage\" \/><\/p>\n<p><p>The formula can reveal how well a company uses its fixed-cost items, such as its warehouse, machinery, and equipment, to generate profits. When a company uses debt financing, its financial leverage increases. More capital is available to boost returns, at the cost of interest payments, which affect net earnings. On the other side of the challenge to cover a higher fixed cost base, operating leverage affords companies major upside opportunities. After covering fixed costs, each new dollar of revenue net of variable product costs will become straight-up profit, because fixed costs have already been covered for the entire period.<\/p>\n<\/p>\n<p><p>Financial leverage refers to how using debt financing impacts a company&#8217;s return on equity. More debt in a company&#8217;s  capital structure leads to higher financial leverage. With higher financial leverage, net income growth accelerates faster in good times, but losses also grow faster in downturns. With fixed costs, the break-even point- that is, the level of sales at which total revenue equals total costs \u2013 becomes critical. Operating leverage is an indication of how a company&#8217;s costs are structured.<\/p>\n<\/p>\n<p><p>Specifically, the ratio of fixed and variable costs that a company uses determines the amount of operating leverage employed. A company with a greater ratio of fixed to variable costs is said to be using more operating leverage. Unfortunately, unless you are a company insider, it can be very difficult to acquire all of the information necessary to measure a company&#8217;s DOL.<\/p>\n<\/p>\n<p><p>However, debt payments are obligatory regardless of profitability, increasing risk. Financial leverage refers to the use of debt financing to increase the potential returns for shareholders. While debt can amplify returns, it also comes with risks that must be properly managed. Assessing total leverage facilitates more informed financial analysis and planning using the income statement. It enables better evaluation of business decisions in light of their combined impact on risk and profitability.<\/p>\n<\/p>\n<p><h2>Calculating the Degree of Operating Leverage (DOL)<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"600px\" alt=\"difference between operating leverage and financial leverage\" \/><\/p>\n<p><p>Companies with higher fixed costs and lower variable costs have higher operating leverage. With high operating leverage, small changes in revenue lead to amplified swings in operating profit. However, it also means that once fixed costs are covered, additional revenue will cascade into profits. Evaluating operating leverage helps assess risk tolerance and potential profitability. A higher degree of operating leverage means a company has high fixed costs relative to variable costs. This leads to higher volatility in operating income when sales volume changes.<\/p>\n<\/p>\n<p><div style='text-align:center'><\/div>\n<\/p>\n<p><p>Proactively managing both operating and financial leverage helps maximize returns while mitigating downside risk. With $500,000 in debt at 5% interest, Company A has annual interest expenses of $25,000. If sales and operating income are $1 million and $100,000 as above, net income is $75,000 ($100,000 operating income &#8211; $25,000 interest($100,000 operating income &#8211; $25,000 interest)). If the interest rate rises 1% to 6%, interest expenses increase to $30,000, reducing net income by 13% to $65,000.<\/p>\n<\/p>\n<ol>\n<li>One concept positively linked to operating leverage is capacity utilization, which is how much the company uses its resources to generate revenues.<\/li>\n<li>If a firm is described as highly leveraged, the firm has more debt than equity.<\/li>\n<li>Companies can utilize operating and financial leverage to pursue growth opportunities and expansion strategies.<\/li>\n<li>Conservative leverage strategies prioritize financial flexibility and liquidity to withstand market volatility.<\/li>\n<\/ol>\n<p><p>For example, inventory and raw materials are variable costs while salaries for the corporate office would be a fixed cost. An operating leverage under 1 means that a company pays more in variable costs than it earns from each sale. In other words, every additional product sold costs the business money. Companies facing this will need to raise prices or work to reduce variable costs to bring  operating leverage above 1. After calculating the leverage by applying the formula, if the result is equal to 1, then the operating leverage indicates that there are no fixed costs, and the total cost is variable in nature. The financial leverage ratio is an indicator of how much debt a company is using to finance its assets.<\/p>\n<\/p>\n<p><h2>Key Things Operating Leverage Tells You<\/h2>\n<\/p>\n<p><p>Some companies earn less profit on each sale but can have a lower sales volume and still generate enough to cover fixed costs. The operating leverage formula measures the proportion of fixed costs per unit of variable or total cost. Companies can utilize operating and financial leverage to pursue growth opportunities and expansion strategies. Finding the right balance of leverage is key &#8211; too much can leave a company overextended, while too little may restrict its ability to capitalize on opportunities.<\/p>\n<\/p>\n<p><h2>Operating Leverage and Fixed Costs<\/h2>\n<\/p>\n<p><p>This shows that the operating leverage ratio is driven by both the DOL and the contribution margin percentage. For example, a DOL of 5 means that if sales increase by 10%, operating income will increase by 50%. Companies may adjust operations to alter fixed and variable cost ratios. Small changes in sales lead to larger changes in operating profits earnings before interest and taxes (EBIT). When a company&#8217;s revenues and profits are on the rise, leverage works well for a company and investors. Let&#8217;s get started with the head-to-head differences between operating and financial leverage in infographics without any ado.<\/p>\n<\/p>\n<p><p>A high ratio means the firm is highly levered (using a large amount of debt to finance its assets). Operating leverage can also be used to magnify cash flows and returns, and can be attained through increasing revenues or profit margins. Both methods are accompanied by risk, such as insolvency, but can be very beneficial to a business. Operating leverage is the amplifying power of a percentage change in sales on the percentage change in operating income due to fixed operating expenses, such as rent, payroll or depreciation. In summary, financial leverage allows companies to increase shareholder returns but also introduces additional risk.<\/p>\n<\/p>\n<p><p>As it pertains to small businesses, it refers to the degree of increase in costs relative to the degree of increase in sales. Most of Microsoft&#8217;s costs are fixed, such as expenses for upfront development and marketing. With each dollar in sales earned beyond the break-even point, the company makes a profit, but Microsoft has high operating leverage. It is important to compare operating leverage between companies in the same industry, as some industries have higher fixed costs than others. Financial leverage is the amplifying power of a percentage change in operating income on the <a href=\"https:\/\/www.1investing.in\/difference-between-operating-leverage-and\/\">difference between operating leverage and financial leverage<\/a> percentage change in net profit due to fixed financial costs. Both operating leverage and financial leverage serve important roles in financial analysis and corporate finance.<\/p>\n<\/p>\n<p><div style='text-align:center'><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>The formula can reveal how well a company uses its fixe [&hellip;]<\/p>\n","protected":false},"author":19,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-33891","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/33891","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/users\/19"}],"replies":[{"embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=33891"}],"version-history":[{"count":1,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/33891\/revisions"}],"predecessor-version":[{"id":33892,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/33891\/revisions\/33892"}],"wp:attachment":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=33891"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=33891"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=33891"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}