Return on Investment (ROI) Calculator
Calculate your return on investment
Enter your initial investment cost, total gain from the investment, and the investment duration to calculate ROI, annualised ROI, and net gain.
How to calculate and interpret return on investment
Return on investment, commonly abbreviated as ROI, is one of the most widely used metrics for evaluating the financial return from any investment of capital or resources. It measures the efficiency of an investment by comparing the gain from the investment to its cost, expressed as a percentage. A positive ROI indicates the investment returned more than it cost. A negative ROI indicates a loss. ROI is used across business decisions ranging from capital equipment purchases to marketing campaigns, training programs, and new product launches.
The basic formula is: ROI equals (total gain minus initial cost) divided by initial cost, multiplied by 100. If you invest $50,000 and the total return (including recovery of the initial cost) is $72,000, the net gain is $22,000 and the ROI is 44 percent. This simple calculation treats the total gain as the final value of the investment, whether that is the sale price of an asset, the cumulative cash flows from a business investment, or the value of a contract won from a marketing spend. What you include in the gain and the cost figures determines the accuracy of the ROI calculation.
The single-period ROI does not account for time. A 44 percent ROI sounds impressive, but it is very different depending on whether it was earned in one year or over five years. An annualised ROI provides a time-adjusted view by calculating the compound annual growth rate that would produce the observed total return over the investment duration. The formula uses the compound growth equation: annualised ROI equals (1 plus ROI expressed as a decimal) raised to the power of (1 divided by years), minus 1, multiplied by 100. For a 44 percent total ROI over 3 years, the annualised rate is approximately 12.9 percent per year, which is the single annual rate that, compounded, produces a 44 percent total return over three years.
Comparing investments using annualised ROI
Annualised ROI allows meaningful comparison between investments of different durations. A 50 percent ROI over 5 years (8.45% annualised) is less attractive than a 30 percent ROI over 2 years (14.02% annualised), even though the raw percentage is higher for the first option. Presenting ROI figures without their time dimension is a common source of misleading investment comparisons, both in business decision-making and in marketing materials for financial products.
What ROI does not capture
ROI is a useful and straightforward metric but has important limitations. It does not account for the time value of money beyond simple annualisation, which is why net present value (NPV) and internal rate of return (IRR) are used for more rigorous capital investment analysis. ROI does not reflect risk: two investments with identical ROI may have very different probability distributions of outcomes, and the riskier one should require a higher expected return to justify the uncertainty. ROI also does not account for liquidity: an investment that ties up capital for five years carries an opportunity cost that the raw ROI figure does not represent. For strategic business decisions involving significant capital, ROI should be supplemented with NPV analysis, sensitivity testing, and a qualitative assessment of risk and strategic fit.
Marketing and project ROI
ROI is frequently applied to marketing investments. A marketing campaign costing $10,000 that generates $45,000 in attributed revenue has a revenue ROI of 350 percent. However, this is only a meaningful ROI calculation if the revenue figure is net of the cost of goods sold associated with those sales. Gross profit ROI is more useful than revenue ROI for most marketing evaluations. Similarly, calculating ROI on employee training, software implementations, and process improvement projects requires careful definition of both the cost base and the attributed benefit, which is often estimated rather than directly observable.