ROI Calculator

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Calculate ROI, net profit, and investment multiple for any business spend or campaign

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What is return on investment (ROI)?

Return on investment, or ROI, measures how much you earned relative to what you spent. It is one of the most widely used metrics in business—applied to ad spend, hiring decisions, equipment purchases, software subscriptions, and almost any outlay where you expect a measurable return.

The ROI formula is:

ROI (%)(Amount Returned − Amount Invested) / Amount Invested × 100
Net ProfitAmount Returned − Amount Invested
MultipleAmount Returned / Amount Invested

For example, if you spent $1,200 on a Facebook Ads campaign and generated $3,600 in revenue, your net profit is $2,400 and your ROI is 200%—expressed as a multiple, that is 3.0x. You got back $3 for every $1 you put in.

ROI works at any scale. A freelancer evaluating a $200 course, a business owner analyzing a $15,000 equipment purchase, and a marketing team reviewing a $50,000 campaign all use the same formula to decide whether the spend was worth it.

How to use this calculator

Amount Invested. Enter the total cost of your investment—ad spend, a software subscription, a tool purchase, hiring costs, or any other business expense with a measurable return.

Amount Returned. Enter the total value you received back. For a marketing campaign, use the revenue generated. For a business investment or asset purchase, include any proceeds plus recovered costs.

Investment Period (optional). Enter the duration in days, months, or years. This unlocks annualized ROI—the return normalized to a yearly rate, so you can compare investments of different lengths fairly. A 50% ROI over three months is a very different outcome from 50% ROI over five years.

Reading your results

ROI % tells you how efficient the investment was. The investment multiple shows the same result as a ratio—200% ROI equals 3.0x, meaning you tripled your money. Annualized ROI normalizes returns to a yearly rate, which is essential when comparing opportunities of different durations.

What counts as a good ROI depends on context. Paid advertising typically targets 200–500%. The long-run S&P 500 average is roughly 10% per year. Real estate commonly returns 8–12% annually. Use the benchmarks in the sidebar to put your result in perspective—or check the badge on your result for a quick read.

If your ROI is lower than expected, your pricing or cost structure may be the issue. Use our Profit Margin Calculator to find your gross margin or work backward from a target selling price.

Frequently Asked Questions

What is return on investment (ROI)?
Return on investment (ROI) measures how much you earned relative to what you spent, expressed as a percentage. It is calculated as net profit divided by the amount invested, multiplied by 100. A 200% ROI means you earned twice your original investment in pure profit.
How do you calculate ROI?
ROI is calculated as: (Amount Returned minus Amount Invested) / Amount Invested x 100. For example, if you invested $1,000 and received $1,800 back, your net profit is $800 and your ROI is 80%. Enter your numbers above and the calculator does the rest.
Is a 40% ROI good?
It depends on the investment type and time period. For annual stock market returns, 40% is excellent—the long-run S&P 500 average is roughly 10% per year. For a short-term marketing campaign, 40% is below average—paid advertising typically targets 200–500%. Always compare against benchmarks for your specific context.
What is the difference between ROI and profit margin?
ROI measures the return on a specific investment relative to its cost. Profit margin measures how much of your revenue you keep after costs. ROI is used to evaluate whether a spend was worth it; profit margin is used to evaluate pricing and operations. Use our Profit Margin Calculator to find your margin.
What is annualized ROI?
Annualized ROI converts your total return into a yearly rate so you can compare investments of different durations fairly. If you earned 100% ROI over two years, your annualized ROI is approximately 41%—not 50%—because of the compounding effect. It is calculated as: (Investment Multiple)^(1/years) minus 1.