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Calcimator

Investment Portfolio Calculator

Comprehensive investment calculator. Project future value with compound interest, dividend reinvestment, and regular contributions. Compare lump sum vs DCA, calculate Rule of 72 doubling time, and see tax-adjusted returns for different account types.

About this calculator

This calculator projects portfolio growth period by period rather than with a single closed-form compound-interest formula, which lets it layer several mechanics that a simple future-value equation can't capture together. Each compounding period, Monthly Contribution is added to the balance, price growth is applied at the annual return rate minus the dividend yield (since total return splits into price appreciation and dividends), and -- if Reinvest Dividends (DRIP) is on -- the period's dividend is added back into the balance to compound going forward. Inflation-Adjusted Value divides Future Value by the compounded inflation rate over Time Horizon, showing what the nominal figure is actually worth in today's purchasing power. The Rule of 72 estimate (Years to Double) divides 72 by the annual return percentage, a long-standing mental-math approximation for doubling time under compound growth.

Lump Sum Result and DCA Result run a separate side calculation comparing investing Lump Sum Amount all at once against spreading it evenly over the first 12 months, both compounded at the same annual return. After-Tax Value applies a simplified estimate: a flat 22% withdrawal-rate assumption for Traditional IRA/401(k) accounts, an actual capital-gains-bracket lookup for Taxable Brokerage accounts, and no tax at all for Roth. None of these are guarantees -- actual market returns vary year to year rather than compounding smoothly at one fixed rate, and this projection assumes the rate you enter holds for every period of the full time horizon.

Inputs

$
$

Amount invested each month

%

Historical S&P 500 average is ~10%, after inflation ~7%

years

How long you plan to invest

%

Summary

Future Value

$302,704.11

≈ 7 Teslas

Inflation-Adjusted Value

$184,731.53

≈ 12 used cars

Total Contributions$130,000.00
Total Return$172,704.11
Total Return %132.85%
Total Dividends$49,490.72
Price Appreciation$123,213.40
Years to Double (Rule of 72)10.3 years
Times Money Doubles1
Lump Sum Result$61,915.00
DCA Result$60,106.00
Better StrategyLump Sum wins
Difference$1,809.00
Account TypeTaxable
After-Tax Value$258,636.00
Estimated Tax Drag$18,162.00
Inflation Impact$117,972.59
Purchasing Power Loss39%

Year-by-Year Projection

20 rows
YearContributionsBalanceGrowthDividendsReal Value
1$16,000.00$16,957.00$682.00$274.00$16,543.00
2$22,000.00$24,417.00$1,724.00$692.00$23,240.00
3$28,000.00$32,416.00$3,151.00$1,266.00$30,102.00
4$34,000.00$40,995.00$4,991.00$2,005.00$37,140.00
5$40,000.00$50,195.00$7,274.00$2,922.00$44,365.00
6$46,000.00$60,061.00$10,032.00$4,029.00$51,791.00
7$52,000.00$70,641.00$13,299.00$5,342.00$59,428.00
8$58,000.00$81,987.00$17,113.00$6,874.00$67,290.00
9$64,000.00$94,154.00$21,513.00$8,641.00$75,391.00
10$70,000.00$107,201.00$26,541.00$10,660.00$83,745.00
11$76,000.00$121,193.00$32,242.00$12,951.00$92,367.00
12$82,000.00$136,197.00$38,666.00$15,531.00$101,270.00
How to Use This Calculator
  1. Enter your initial investment amount and monthly contribution (e.g., $500/month).
  2. Set the expected annual return rate — historically 7-10% for a diversified stock portfolio.
  3. Choose your time horizon in years and select your account type (taxable, traditional, or Roth).
  4. Toggle dividend reinvestment (DRIP) and set the dividend yield if your portfolio pays dividends.
  5. Review the future value, inflation-adjusted value, and total return percentage.
  6. Compare the lump sum vs. dollar-cost averaging (DCA) strategy results at the bottom.

How the result changes with Time Horizon

Time HorizonFuture ValueInflation-Adjusted Value
10$107,201.04$83,745.28
15$188,047.14$129,840.08
30$695,924.75$331,777.03
40$1,486,820.04$553,737.32

What each input means

Initial Investment
Starting investment amount
Monthly Contribution
Amount invested each month
Expected Annual Return
Historical S&P 500 average is ~10%, after inflation ~7%
Time Horizon
How long you plan to invest
Account Type
Affects tax treatment of gains
Dividend Yield
Annual dividend yield (S&P 500 average ~1.5-2%)
Compounding Frequency
How often interest is compounded.
Expected Inflation
Historical average is ~3%
Lump Sum Amount (for comparison)
Amount to compare lump sum vs DCA
Tax Filing Status
Your tax filing status.
Annual Taxable Income
For capital gains tax estimation

What each result means

Inflation-Adjusted Value
Future value in today's dollars

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    12 parameters
    Initial Investment = 10000, Monthly Contribution = 500, Expected Annual Return = 7, Time Horizon = 20, Account Type = 0, Dividend Yield = 2, Reinvest Dividends (DRIP) = 1, Compounding Frequency = 12, Expected Inflation = 2.5, Lump Sum Amount = 16000, Tax Filing Status = 0, Annual Taxable Income = 85000 = 12 input(s) provided
  2. Calculate Future Value
    Future Value
    302704.11 = $302,704.11
  3. Calculate Inflation-Adjusted Value
    Inflation-Adjusted Value
    184731.53 = $184,731.53
  4. Calculate Total Contributions
    Total Contributions
    130000 = $130,000
  5. Calculate Total Return
    Total Return
    172704.11 = $172,704.11

Engine last updated . Checked against 1 independently-derived test — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does Time Horizon move Future Value more than Expected Annual Return does?

Both compound the balance, but at this calculator's default inputs, more years lets both new contributions and existing growth compound repeatedly, while a single percentage-point change to Expected Annual Return only nudges the rate applied each period. Over a long horizon, time to compound tends to dominate the outcome more than the specific return assumption used -- though both matter, and a large enough change to either will move the result substantially.

Does Expected Inflation change Future Value or only Inflation-Adjusted Value?

Only Inflation-Adjusted Value (and the related Inflation Impact and Purchasing Power Loss figures). Future Value is the raw compounded balance and does not subtract inflation at all -- Inflation-Adjusted Value takes that same Future Value and divides it by the compounded inflation rate to show its worth in today's dollars, so raising Expected Inflation lowers the real-value figure without touching the nominal one.

Why doesn't Lump Sum Amount affect Future Value?

Lump Sum Amount exists only to power the separate Lump Sum Result vs. DCA Result comparison further down the page, which tests a different question -- investing all at once versus spreading the same amount over a year. The main Future Value projection is driven by Initial Investment and Monthly Contribution instead, so changing the lump-sum comparison amount leaves the main projection untouched.

How accurate is the After-Tax Value estimate?

It's a simplified approximation, not a substitute for tax software or an advisor. Roth withdrawals are modeled as fully tax-free and Traditional accounts use a flat 22% assumption regardless of your actual bracket at withdrawal, while Taxable accounts run an actual capital-gains-bracket calculation on the gain over your contributions. Real tax rules depend on your income, filing status, and the tax code in effect when you actually withdraw, which can be years or decades from now.

The questions that sit next to this one — chosen by subject, including calculators filed under a different category.

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