Investment Calculator

Project the future value of your portfolio — starting balance, monthly contributions, and compound returns, year by year.

$
$
%
%
Annual tax applied directly to capital growth
%
True Future Purchasing Power
$58,740

Your after-tax, inflation-adjusted wealth in today's dollars

Gross Value (Pre-Tax)
$94,840
Tax Drag Cost
$9,180
Inflation Loss
$26,920
Real Purchasing Power (62%)
Tax Erosion (10%)
Inflation Loss (28%)

📋 Annual Growth & Drag Schedule

Year Untaxed Value After-Tax Value Real Purchasing Power Total Drag (Taxes & Inflation)
≡ Table of Contents
  1. What This Investment Calculator Does
  2. How to Use It
  3. The Formula and a Worked Example
  4. The Three Levers: Time, Contributions, Return
  5. Investment Vehicles at a Glance
  6. Common Investor Mistakes This Math Exposes
  7. The Bottom Line
  8. Frequently Asked Questions

What This Investment Calculator Does

This tool projects what a portfolio becomes over time from four inputs: starting balance, regular contribution, expected annual return, and years invested. It separates the final value into what you put in versus what compounding earned — the split that actually tells you whether a plan is working.

Use it to answer questions like:

  • "What does $500/month become in 25 years at a 7% average return?"
  • "How much sooner do I hit $1M if I raise contributions 20%?"
  • "What difference does one percentage point of return (or fees) make?"

How to Use It

Step 1 — Starting amount

What's already invested. Zero is fine — most wealth in long projections comes from contributions anyway.

Step 2 — Monthly contribution

The amount you'll invest each month. Consistency matters more than size; automate it if you can.

Step 3 — Expected annual return

Historically, broad stock indexes have averaged ~7–10%/year over long periods before inflation; bonds 3–5%; blended portfolios in between. Model conservatively (6–7%) and optimistically (9–10%) to bracket reality.

Step 4 — Time horizon

Years invested. The year-by-year table below the result shows the compounding curve steepening — the argument for starting now, in one chart.

The Formula and a Worked Example

FV = P(1 + r)t + PMT × [ ((1 + r/12)12t − 1) ÷ (r/12) ]

Example — $10,000 start, $400/month, 8%, 25 years

ComponentResult
Starting $10,000 grows to≈ $73,466
$400/month contributions grow to≈ $380,412
Projected portfolio≈ $453,878
Total contributed$130,000
Growth earned≈ $323,878 (71% of the total)

Change the return to 7% and the total drops to ≈ $382,000; to 9% and it rises to ≈ $541,000. One percentage point either way moves the outcome by roughly $70–90k — which is also exactly why fees matter (next section).

The Three Levers: Time, Contributions, Return

LeverYour controlEffect
TimeTotal — start nowStrongest; late years earn the most
ContributionsHighLinear in, compounded out
ReturnPartial (allocation, fees)Exponential, but market-dependent

Fees are negative return you control. A 1% annual fee on the example above costs ≈ $77,000 over 25 years. Prefer low-cost index funds and check expense ratios — it's the easiest percentage point you'll ever earn.

Volatility reality check: real markets don't return 8% smoothly — they lurch (+20%, −15%, +11%…). Long horizons average out the noise, which is why projections work for decades but not for single years. Never invest short-term money on long-term averages.

Investment Vehicles at a Glance

VehicleTypical long-run returnRiskGood for
Index funds / ETFs~7–10%Market volatilityCore long-term growth
Individual stocksHighly variableHighSatellite positions
Bonds / bond funds~3–5%LowerStability, nearer goals
High-yield savings/CDs~1–5%MinimalEmergency funds, short-term
Real estateVaries + leverageConcentratedDiversification, income

Use tax-advantaged accounts (401(k)/IRA equivalents) first where available — tax-free compounding materially raises the effective return. See the Retirement Calculator for the retirement-specific view.

Common Investor Mistakes This Math Exposes

  • Waiting to start: delaying 5 years in the worked example costs ≈ $150,000 — far more than the missed contributions themselves.
  • Timing the market: missing just the 10 best days in a decade historically cuts returns dramatically. Time in, not timing.
  • Ignoring fees: percentage points compound both directions.
  • Panic selling: locking in downturns converts temporary volatility into permanent loss.
  • Projecting with inflated returns: plans built on 12% break at 7%. Bracket with conservative cases; pair with the Inflation Calculator to think in real purchasing power.

The Bottom Line

Investment outcomes are mostly decided by boring inputs applied for a long time: automatic contributions, market-average returns, minimal fees, and no interruptions. Project your own plan above, look at the contributions-vs-growth split, and let the year-by-year table convince you of the only genuinely urgent decision — starting.

Frequently Asked Questions

Broad stock indexes have averaged roughly 7–10% annually over long periods before inflation; blended portfolios less. Model 6–7% conservative and 9–10% optimistic to bracket outcomes.

At 8% for 30 years, roughly $745,000 — of which only $180,000 is contributions. Enter your own horizon above for exact figures.

Yes — a 1% annual fee compounds against you exactly like return compounds for you, typically consuming 20–25% of a multi-decade portfolio's final value.

Mathematically, invested-earlier wins on average, so lump sums slightly outperform. Monthly (dollar-cost averaging) reduces timing risk and suits how people actually earn.

No — projections are nominal. Subtract ~3% from your return input to think in today's purchasing power, or pair results with the Inflation Calculator.

No. Tax-advantaged accounts compound untaxed; taxable accounts lose some growth to dividend and capital-gains taxes. Prefer sheltered accounts where available.

Long horizons have historically absorbed crashes — the projection models the average path, not each year. Money needed within ~5 years belongs in lower-volatility assets.

No — historical averages inform assumptions but guarantee nothing. That's precisely why bracketing with conservative scenarios matters.

Compare rates: paying a 20% credit card beats any realistic market return; a 3% mortgage usually loses to long-term investing. Capture employer matches first either way.

Same core math with an investing lens — contribution/growth split and portfolio framing. The Compound Interest tool adds compounding-frequency controls.

No — calculations run entirely in your browser and nothing is stored.

Disclaimer: This calculator is for educational and planning purposes only. Results are estimates, not professional advice. Actual figures may vary based on individual circumstances — consult a qualified professional before making financial or health decisions.