Skip to content
CalcTap
Finance

Investment Calculator

See how compound growth builds your portfolio from a lump sum, monthly contributions, or both.

Enter your values

Private — runs in your browser

Result

Enter your values and press Calculate — your result appears here instantly.

CalcTap AI

Get a step-by-step explanation of your result. Free accounts get 10 AI answers a day.

  • Instant results — no sign-up, no page reloads
  • Your numbers never leave your device
  • Formula, worked example & FAQs below

Editorially reviewed by DP Tech Studio

Last reviewed · We check the math, keep the copy readable, and call out what each calculator is not for.

Sources: SEC: Compound interest explained · Investopedia: Investment returns

Important: This calculator assumes a constant annual return rate. Real investment returns fluctuate and past performance does not guarantee future results. This tool is for educational planning purposes only.

What Is an Investment Calculator?

An investment calculator shows you how money grows when it earns compound interest over time. You enter a starting amount, any regular contributions you plan to add, an expected annual return, and a time horizon — and the calculator projects what your portfolio could be worth at the end.

The most powerful insight this tool provides is not the final number itself, but the breakdown: how much of your ending balance came from your own contributions versus the returns the market generated for you. That gap — investment growth above and beyond what you put in — is the tangible benefit of compounding.

How Compound Interest Is Calculated

The calculator combines two future value formulas and adds them:

Future Value of Lump Sum:
FV₁ = Initial Investment × (1 + r)ⁿ

Future Value of Regular Contributions:
FV₂ = Monthly Contribution × ((1 + r)ⁿ − 1) / r

Total Final Value = FV₁ + FV₂

Where:
r = Monthly rate (Annual rate ÷ 12 ÷ 100)
n = Total months (Years × 12)

Interest is compounded monthly in this calculator. Most brokerage accounts and investment products also compound or apply returns on a monthly or more frequent basis.

Example: $10,000 Invested for 20 Years

Initial Investment: $10,000
Monthly Contribution: $200
Annual Return: 8%
Period: 20 years

FV of $10,000: ≈ $49,268
FV of $200/month: ≈ $117,804
Total Final Value: ≈ $167,072

Total Contributed: $10,000 + ($200 × 240) = $58,000
Return on Investment: $167,072 − $58,000 = $109,072

You contributed $58,000. The market contributed nearly twice that. This is compound interest doing the work.

How Much Does Time Actually Matter?

More than almost any other variable. Consider two investors both putting in $200 per month at 8% annual return:

  • Investor A starts at age 25 and stops at 65 (40 years): ~$702,000
  • Investor B starts at age 35 and stops at 65 (30 years): ~$299,000

Both contribute at the same monthly rate, but Investor A ends up with more than double Investor B's balance — purely because of the extra 10 years of compounding. This is why financial planners consistently stress that starting early matters more than starting big.

What Return Rate Should You Use?

The right assumption depends on where your money is invested:

  • S&P 500 index fund (long-term avg.): ~10% nominal, ~7% inflation-adjusted
  • Diversified global equity fund: ~7–9% nominal
  • Balanced fund (60/40): ~5–7% nominal
  • Bonds / fixed income: ~3–5% nominal
  • High-yield savings account: ~4–5% (variable, short-term)

For multi-decade investment planning, most advisors use 6–8% as a reasonable working assumption for diversified equity-heavy portfolios. Always run projections at both a lower rate (pessimistic) and higher rate (optimistic) to see the full range.

Common Mistakes to Avoid

  • Assuming a constant return every year — Real markets go up and down; this calculator smooths that into a single average annual rate. Two portfolios with the same average return but different volatility can end up with very different real-world balances (a phenomenon called sequence-of-returns risk).
  • Mixing up nominal and inflation-adjusted returns — A "10% return" and a "7% real return" describe different things. Be consistent about which one you're entering, especially when comparing this tool's output to other projections.
  • Forgetting fees and taxes eat into returns — Fund expense ratios, advisory fees, and capital gains tax all reduce your effective return. If your fund charges 1% annually, consider entering your expected return minus that fee for a more realistic estimate.
  • Leaving the monthly contribution at zero by accident — If you intended to model regular contributions but left the field blank or at 0, the result will only reflect lump-sum growth and significantly understate your actual projected balance.
  • Treating a short backtested period as a reliable average — Basing your return assumption on the last 2–3 years of strong market performance rather than a multi-decade historical average tends to produce overly optimistic projections.

What this tool is not for

Growth is shown for a constant return and steady contributions. Markets move up and down; this tool does not model sequence-of-returns risk, tax drag, account fees, or life events that change how much you invest.

How compound interest works (blog guide)

Frequently Asked Questions

Simple interest is calculated only on the original principal. Compound interest is calculated on the principal plus all previously earned interest. Over long periods, compounding produces dramatically higher returns — for example, $10,000 at 8% simple interest for 20 years = $26,000. At 8% compound interest, it grows to about $49,000.
No. Tax treatment depends on your account type (taxable, IRA, 401k, Roth, etc.), your country, holding period, and income. In a tax-advantaged account like a Roth IRA, growth is tax-free on withdrawal. In a taxable brokerage account, capital gains taxes reduce your net return. Factor in an effective post-tax rate if you want a more conservative estimate.
Yes. Simply leave the monthly contribution field at zero (or enter 0) and the calculator will show the future value of your initial lump sum alone at the chosen rate and time period.
Dollar-cost averaging (DCA) means investing a fixed amount at regular intervals — like $200 every month — regardless of market conditions. When prices are low, your fixed amount buys more shares; when prices are high, it buys fewer. Over time, this reduces the risk of investing a large lump sum at the wrong moment. The monthly contribution field in this calculator models DCA behavior.
Have questions about this tool? Visit our FAQ page

Keep going

Calculators people often use next.