ROI Calculator

Total return and — the number that actually matters for comparing investments — the annualized return.

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Please enter a valid cost and final value.

Return on investment
Net profit
Annualized return
vs. ~10%/yr stock average

The ROI formulas

ROI = (Final − Cost) ÷ Cost × 100
Annualized = [(Final ÷ Cost)1/years − 1] × 100
Worked example

Invested $10,000, now worth $14,000 after 3 years:

ROI = 40% total · Annualized = (1.4)1/3 − 1 = 11.9% per year — slightly ahead of long-run stock averages.

Worked example — a losing investment

Invested $20,000, worth only $16,000 after 2 years: ROI = (16,000 − 20,000) ÷ 20,000 = −20% total.

Annualized = (16,000 ÷ 20,000)1/2 − 1 = (0.8)0.5 − 1 = 0.8944 − 1 = −10.56% per year. The same formula works whether the result is a gain or a loss — no special-casing needed.

Common ROI mistakes

Using ROI without fooling yourself

Three classic traps. Ignoring time: "I doubled my money" means 26%/yr over 3 years but only 7.2%/yr over 10 — always annualize (that's just CAGR). Ignoring costs: commissions, taxes, maintenance (for property), and your own time all belong in the cost basis. Ignoring risk: a 15% return on a speculative bet and 10% on an index fund aren't equally good outcomes — one of them could easily have been −50%. For repeated cash flows (rent, dividends), simple ROI understates reality; see the dividend calculator for income-producing assets.

Frequently asked questions

How do you calculate ROI?

(Final − Cost) ÷ Cost × 100. $10,000 → $14,000 = 40%.

What is annualized ROI?

The per-year rate: (1+ROI)1/years − 1. It makes different holding periods comparable.

What counts as a good ROI?

Compare annualized ROI to ~10%/yr stock averages and ~4–5% low-risk yields — and be skeptical of "high return, low risk" claims.

Can ROI be calculated for a losing investment?

Yes — the formula is the same. $20,000 falling to $16,000 over 2 years is −20% total, about −10.56%/yr annualized.

How is ROI different from IRR?

ROI here assumes one investment, one payout. IRR handles multiple cash flows at different times and is more accurate when money moves in or out along the way.

Related calculators

Note: Simple ROI ignores cash-flow timing; for irregular flows, IRR-based measures are more accurate. Not investment advice. Last reviewed: September 2026.