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Profit margin
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== Profit percentage == On the other hand, '''profit percentage''' is calculated with cost taken as base: <math display="block">\text{Profit Percentage} = {100 \cdot \text{Net Profit}\over\text{Cost}}</math> Suppose that something is bought for $40 and sold for $100. :{{math|1=Cost = $40}} :{{math|1=Revenue = $100}} :<math>\text{Profit} = \$100 - \$40 = \$60</math> :<math>\text{Profit percentage} = \frac{100 \times \$60} {\$40} = 150\%</math> :<math>\text{Profit margin} = \frac{100 \times (\$100 - \$40)} {\$100} = 60\%</math> :<math>\text{Return on investment multiple} = \frac{\$60} {\$40} = 1.5</math> (profit divided by cost). If the revenue is the same as the cost, profit percentage is 0%. The result above or below 100% can be calculated as the percentage of return on investment. In this example, the return on investment is a multiple of 1.5 of the investment, corresponding to a 150% gain.<ref>[https://calculator-online.info/percentage-calculator Subtract percentage calculator]</ref>
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