Investment Return Calculator

Model how a portfolio grows over time with regular contributions, compound returns, and reinvested dividends — then see the inflation-adjusted value of what you'll actually have.

Last updated: March 15, 2026

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Inputs

Lump sum you're starting with today

$

Regular amount added each month (401k, IRA, brokerage)

$

S&P 500 historical average: ~10.7% nominal, ~7% real

%

How long you plan to invest before withdrawing

Historical US average: ~2.5–3%. Used for real return calculation

%

Portion of return paid as dividends (S&P 500: ~1.3%). Included in total return, not added on top

%

Long-term federal rate: 0%, 15%, or 20% depending on income. Set to 0% for tax-advantaged accounts

%

Final Portfolio Balance

$0

Total Contributed

$0

Total Growth

$0

Inflation-Adjusted Value

$0

CAGR on Invested Capital

0%

Growth Over Time

Contributions Growth
Year-by-Year Breakdown
Year Contributions Growth Dividends Balance Real Value
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Historical Stock Market Returns and What They Mean for Your Portfolio

The S&P 500 has delivered a compound annual return of approximately 10.7% from 1928 through 2024, including reinvested dividends. Adjusted for inflation, that drops to roughly 7.2%. Those figures are useful as a baseline, but they hide enormous variability. The index gained 57.6% in 1933 and lost 43.3% in 1931. More recently, it dropped 18.1% in 2022 and rebounded 26.3% in 2023.

For this calculator, 8% nominal (approximately 5.5% real) is a reasonable default for a mostly-equity portfolio. If you're modeling a balanced 60/40 stock/bond allocation, 6–7% nominal is more appropriate. International diversification, small-cap tilts, and factor exposures can shift expected returns in either direction, but the broad range of 6–10% nominal captures most diversified portfolio strategies.

A Concrete Example: $15,000 Initial + $750/Month Over 25 Years

Starting with $15,000 and contributing $750 monthly at an 8% annualized return, this calculator projects a final balance of roughly $740,000 after 25 years. Total contributions: $240,000. Total growth: approximately $500,000. That growth figure — more than double what you put in — is compounding doing its work over a multi-decade horizon.

Adjust for 2.5% inflation and the purchasing power of that $740,000 drops to about $400,000 in today's dollars. That's still meaningful — you more than tripled your contributions in real terms. But it's a useful reality check against nominal numbers that can make a portfolio look larger than it will feel.

The same $750/month invested for 10 years instead of 25 produces roughly $145,000 — less than one-fifth of the 25-year result on only 40% of the contributions. Time is the dominant variable in compound growth, and no amount of return optimization compensates for a shorter investment horizon.

Sequence-of-Returns Risk During Accumulation

Sequence risk gets most attention in retirement contexts, but it matters during accumulation too — just in reverse. Bad early returns when your balance is small have less dollar impact than bad returns later when the portfolio is large. A 25% drop on a $50,000 portfolio is a $12,500 loss. The same drop on a $500,000 portfolio wipes out $125,000.

Dollar-cost averaging provides a natural partial hedge during accumulation. When prices drop, your fixed monthly contribution buys more shares. Those extra shares participate in the eventual recovery. This doesn't guarantee better returns — Vanguard research (2012) found lump-sum investing beat dollar-cost averaging roughly two-thirds of the time over 12-month periods — but regular contributions combined with staying invested through downturns has historically produced strong outcomes across most 15+ year windows.

Tax Drag and Account Type Matters

The capital gains tax rate input defaults to 0% because most long-term investors hold their core portfolio in tax-advantaged accounts — 401(k), IRA, Roth IRA, HSA. In those accounts, growth compounds free of annual tax drag. A taxable brokerage account is different: dividends trigger annual taxes, and selling positions creates capital gains events.

The difference over decades is material. $750/month at 8% for 25 years in a tax-free account produces approximately $740,000. Apply a 15% annual tax on the dividend portion (roughly 1.3% of return for S&P 500 funds) and 15% on realized gains at exit, and the after-tax accumulation drops to roughly $650,000–$680,000 depending on turnover. That's a $60,000–$90,000 gap from tax drag alone. Fill tax-advantaged space first — 401(k), IRA, HSA — before directing additional savings to taxable accounts.

What This Calculator Assumes (and Where Reality Diverges)

This model uses a fixed annual return applied monthly, which produces a smooth growth curve. Real markets are jagged — your actual path will include drawdowns of 20–40% that don't appear in a constant-return projection. The 8% average is the destination, not the route.

The calculator also assumes you never stop contributing and never withdraw early. Life rarely cooperates that cleanly. Job changes, unexpected expenses, and shifting priorities create interruptions. A more conservative estimate: assume you'll contribute consistently 80% of the time and use a return rate 1–2 percentage points below your optimistic case. If the numbers still work, you have a resilient plan.

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Frequently Asked Questions

What's the difference between CAGR and average annual return?
CAGR (compound annual growth rate) measures the smoothed annual rate that takes an initial value to a final value over a specific period — it accounts for compounding. Average annual return is the arithmetic mean of each year's return. A portfolio that gains 50% one year and loses 33% the next has an average return of 8.5%, but a CAGR of 0% (you're back where you started: $100 → $150 → $100). CAGR reflects what actually happened to your money; average return can be misleading, especially with volatile investments. This calculator reports CAGR relative to total invested capital, showing the effective annualized growth rate on every dollar you put in.
How does dividend reinvestment affect long-term returns?
Reinvesting dividends means each payout buys additional shares, which then generate their own dividends — compounding on compounding. From 1993 to 2023, the S&P 500 returned roughly 1,680% with dividends reinvested versus about 1,020% on price alone (Hartford Funds, 2024). That gap widens over longer periods. This calculator models dividends as a component of your total return rate. If you enter 8% annual return with a 2% dividend yield, the model assumes 6% comes from price appreciation and 2% from reinvested dividends. The total return stays 8%, but you can see the dividend income separately in the year-by-year breakdown.
How much does inflation actually erode investment returns?
At 3% annual inflation, $100 of purchasing power today becomes $55 in 20 years and $41 in 30 years. For investments, the real return (nominal return minus inflation) is what matters for future purchasing power. The S&P 500's nominal annualized return from 1928–2024 was approximately 10.7%, but the real return after inflation averaged roughly 7.2%. On a $500/month investment at 8% nominal over 25 years, you'd accumulate about $475,000 in nominal terms — but only about $295,000 in today's purchasing power assuming 2.5% inflation. This calculator shows both figures so you can plan against actual future spending needs, not inflated dollar amounts.
What has the S&P 500 actually returned historically?
The S&P 500's compound annual return from 1928 through 2024 was approximately 10.7% including dividends, or about 7.2% after inflation. But averages obscure the range. The index lost 38.5% in 2008, gained 32.4% in 2013, dropped 18.1% in 2022, and rebounded 26.3% in 2023. Rolling 20-year returns have ranged from roughly 1% (ending in 1949) to 18% (ending in 2000). For planning, most financial researchers suggest using 6–8% real return for an all-stock portfolio and 4–6% for a balanced 60/40 portfolio. If you're modeling a diversified portfolio that includes bonds, international stocks, and other assets, 7% nominal (roughly 4.5% real) is a conservative but defensible assumption.
Does dollar-cost averaging improve returns?
Dollar-cost averaging (investing a fixed amount on a regular schedule) doesn't mathematically improve expected returns — lump-sum investing produces higher ending balances roughly two-thirds of the time because markets trend upward. Vanguard's research across US, UK, and Australian markets (1976–2012) found lump-sum investing beat DCA by 2.4% on average over 12-month periods. But DCA reduces the risk of investing everything right before a downturn, which matters psychologically and practically. This calculator models regular monthly contributions, which is how most people actually invest — through paycheck deductions into 401(k) plans or automated transfers to brokerage accounts. The math works the same: consistent contributions plus time plus compounding.

This calculator is for educational purposes. Consult a financial professional for advice specific to your situation.

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