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Interest Growth Calculator

Project your investment growth over time with compound interest, regular monthly deposits, and inflation adjustment projections.

$
$
%
Compounding
Contribution timing
Final balance
$59,163.80
after 10 years at 6% (monthly compounding)
Growth over time
$0$10k$20k$30k$40k$50k$60k0246810
BalanceContributed
32%
growth from interest
Contributions$40,000.0068%
Interest$19,163.8032%
Total contributed$40,000.00
Total interest earned$19,163.80

Also covers: compound interest calculator with monthly contributions and inflation · investment return projection · compound annual growth

Formula & How It Works

A = P(1 + r/n)^(nt) + contributions each period

Step-by-Step Example

$10,000 to start, $250 added every month, 6% annual rate, monthly compounding, contributions at the end of each month, over 10 years.

1.Starting principal (P)
$10,000
2.Rate per period
6% ÷ 12 = 0.5% a month
3.Your deposits over 10 years
$250 × 120 = $30,000
4.Compounding
balance grows 0.5%, then the $250 is added

$59,164 after 10 years — $40,000 of that is your own money and $19,164 is compound interest.

Frequently asked questions

How often does compound interest compound on typical savings?

High-yield savings accounts usually compound daily or monthly and credit the interest monthly, and most certificates of deposit compound daily or monthly as well. This calculator offers daily, monthly, and annual compounding so you can match your account. For the same nominal rate, more frequent compounding produces a higher effective annual yield.

How does inflation affect long-term compound interest returns?

Inflation does not change the balance, it changes what the balance can buy. A 6% return with 3% inflation is roughly a 3% real return, so purchasing power grows more slowly than the headline figure suggests. Subtracting expected inflation from the return is the quick estimate; this page models nominal growth only, so note that the ending balance is before inflation.

What is the mathematical formula for compound interest?

For a lump sum it is A = P(1 + r/n)^(nt), where P is the principal, r the annual rate as a decimal, n the periods per year, and t the number of years. Regular contributions add a separate term for each deposit, which is why this calculator accumulates the balance and the deposits period by period instead of using the single lump-sum formula.

About the Interest Growth Calculator

Project your investment growth over time with compound interest, regular monthly deposits, and inflation adjustment projections.

It runs entirely in your browser — nothing you type is sent to a server — and the result updates as you edit the inputs. Estimates are for educational and informational purposes only; see ourdisclaimer.

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