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The operating margin formula is calculated by dividing the operating income by the net sales during a period. Higher operating margins are generally better than lower operating margins — but the definition of “good” depends on which industry you’re in.
- In other words, the operating margin ratio demonstrates how much revenues are left over after all the variable or operating costs have been paid.
- It is a measurement of what proportion of a company’s revenue is left over, before taxes and other indirect costs (such as rent, bonus, interest, etc.), after paying for variable costs of production as wages, raw materials, etc.
- Operating margin measures the percentage of revenue a company keeps as operating profit.
- The operating margin for all three companies comes out to 20.0%, but as we can see from the expenses “below the line”, the companies have made different financing decisions, as implied by the different interest expense amounts.
- We’ll now move to a modeling exercise, which you can access by filling out the form below.
Operating margin is a profitability ratio that measures a company’s operating efficiency after cost of goods sold and operating expenses have been deducted from revenue. A company’s operating margin is a good indicator of how well it is managed. A well-managed company typically does a good job of maximizing revenue while controlling costs in areas such as administrative salaries and rent, which are typically major components of operating expenses. A company’s ability to improve operating margin over time can be a sign of its overall health and competitiveness. By definition, operating income excludes non-operating revenue and expenses, which are generated by non-operating activities and one-time gains and losses.
🔢 What is Operating Profit and how to calculate it?
To understand operating margin, sometimes called operating profit margin, first let’s define operating profit. Operating profit equals revenue minus the cost of goods sold and operating expenses, which typically include selling, general, and administrative costs; sales and marketing; research and development; and depreciation and amortization. EBIT, or earnings before interest and taxes, is sometimes used as stand-in terminology for operating income. Earnings Before Interest, Taxes, Depreciation, and Amortization is a very popular measure of financial performance. It is a rough way of calculating how much cash the business is generating and is even sometimes called the ‘operating cash flow’. It can be useful because it removes factors that change the view of performance depending upon the accounting and financing policies of the business.
Significantly, ROS does not account for the capital used to generate the profit. In a survey of nearly 200 senior marketing managers, 69 percent responded that they found the “return on sales” metric very useful. EBITDA is sometimes used as a proxy for operating cash flow because it excludes non-cash expenses, such as depreciation. This is because it does not adjust for any increase in working capital or account for capital expenditure that is needed to support production and maintain a company’s asset base—as operating cash flow does. By the same token, looking at a company’s past operating margins is a good way to gauge whether a company’s performance has been getting better. The operating margin can improve through better management controls, more efficient use of resources, improved pricing, and more effective marketing.
Значение operating margin в английском
A low profit margin might indicate a problem that is interfering with profitability potential, including unnecessarily high expenses, productivity issues, or management problems. If you own or run a business, you should pay close attention to your operating margin. This ratio measures a company’s operating income or profit as a proportion of the net sales from ongoing business activities. The operating margin is of special concern to business owners because it is a key measure of a company’s ability to generate the money needed to repay lenders and produce a profit for the owners or stockholders. Consequently, your creditors and investors consider it when they make lending and buying decisions.
Omnicom Group Reports Second Quarter 2022 Results – PR Newswire
Omnicom Group Reports Second Quarter 2022 Results.
Posted: Tue, 19 Jul 2022 07:00:00 GMT [source]
This operating margin shows the strength of the company’s business and illustrates why it’s one of the most valuable companies in the world. In conjunction, these various items that are included or excluded can cause cash flow to be very different than operating profit. This gives investors and creditors a clear indication as to whether a company’s core business is profitable or not, before considering non-operating items. Operations-intensive businesses such as transportation, which may have to deal with fluctuating fuel prices, drivers’ perks and retention, and vehicle maintenance, usually have lower operating margins. Agriculture-based ventures, too, usually have lower margins owing to weather uncertainty, high inventory, operational overheads, need for farming and storage space, and resource-intensive activities.
How Can Companies Improve Their Net Profit Margin?
This ratio is important to both creditors and investors because it helps show how strong and profitable a company’s operations are. For instance, a company that receives 30 percent of its revenue from its operations means that it is running its operations smoothly and this income supports the company. If operations start to decline, the company will have to find a new way to generate income.
![Operating Margin Definition](data:image/jpeg;base64,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)
Operating income is the portion of sales that remains after the firm’s operating expenses are deducted from net sales. The total revenue from business operations after excluding discounts, returns and allowances for damaged items is net sales. The operating margin is the operating income expressed as a percentage of net sales. Operating income, also called income Operating Margin Definition from operations, is usually stated separately on theincome statementbefore income from non-operating activities like interest and dividend income. Many times operating income is classified as earnings before interest and taxes. Operating income can be calculated by subtracting operating expenses, depreciation, and amortization from gross income orrevenues.
Related Definitions
In the next step, the operating margins for each company can be calculated by dividing EBIT by revenue. With that said, operating income is the remaining earnings once all expenses related to core operations are accounted for (i.e. inclusive of both COGS and OpEx). Profit includes several non-cash expenses such as depreciation and amortization, stock-based compensation, and other items. Conversely, it doesn’t include capital expenditures and changes in working capital. The main complication is in more complex businesses when overhead needs to be allocated across divisions of the company.
![Operating Margin Definition](data:image/jpeg;base64,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)
Because operating margin is expressed as a percentage of sales, rather than an absolute dollar figure, it is a useful tool for comparing the profitability of different companies within the same industry and measuring profitability trends over time. It’s also used by creditors and investors to make lending and investment decisions. The operating margin ratio, also known as the operating profit margin, is a profitability ratio that measures what percentage of total revenues is made up by operating income.
This means that 64 cents on every dollar of sales is used to pay for variable costs. For example, say a company reported on its 2020 annual income statement a total of $100 million in net sales revenue. Total https://accounting-services.net/ COGS and operating expenses for the year were $60 million, resulting in operating income of $40 million. The operating profit margin is the earnings that a business generates from its operating activities.
- High operating margins, or increasing margins over time, demonstrate management’s effectiveness in increasing operating profits, whereas declining operating margins can point out significant weaknesses in company growth.
- This is an operating profit margin of 15% ($1.5 million operating profit / $10 million revenues).
- Return on sales is a financial ratio used to evaluate a company’s operational efficiency.
- From there, another $1.3 million of Selling General & Administrative SG&A expenses are deducted, to arrive at Operating Income of $437,500.
- A company with a good operating margin ratio can successfully survive during an economic crisis.
Probably the most common way to determine the successfulness of a company is to look at the net profits of the business. Companies are collections of projects and markets, individual areas can be judged on how successful they are at adding to the corporate net profit. Not all projects are of equal size, however, and one way to adjust for size is to divide the profit by sales revenue. The resulting ratio is return on sales , the percentage of sales revenue that gets ‘returned’ to the company as net profits after all the related costs of the activity are deducted. The operating margin is an important measure of a company’s overall profitability from operations. It is the ratio of operating profits to revenues for a company or business segment.
Operating profit margin definition
In contrast, the average operating margin in the advertising sector is around 12%, and among utilities it’s around 17%. The operating profit margin is an especially useful metric for an acquirer, since this party is not concerned with the financial structure of a target company . It is more interested in the core underlying ability of the company to generate earnings. First, we must find out each company’s revenue, cost of goods sold , and operating expenses from their income statements. For a given period, the accrual accounting-based revenue and operating income of a company can be found on the income statement. The Operating Margin represents the residual profits once a company’s cost of goods sold and operating expenses are subtracted from the revenue generated in the period.
Is operating margin the same as EBIT?
Is Operating Margin the Same as EBIT? EBIT stands for “Earnings Before Interest and Taxes”, and it is not the same as “Operating Margin”. EBIT is a number used to calculate operating margin. “EBIT Margin” and “Operating Margin” are considered to be the same.
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