b2KIT

Future Value Calculator

Calculate the future value of current investments or regular deposits with compound interest and varying contribution schedules.

Tested tool guide Tested browser tools Checked August 16, 2026

What Future Value Calculator does, with a checked example

Future Value Calculator estimates an investment's ending balance from its starting value, annual interest rate, time horizon, compounding frequency, and any scheduled deposits. It compounds the opening balance and treats each later contribution according to how long that money remains invested. The most common source of confusion is timing: contribution frequency and compounding frequency describe different events. Monthly deposits do not necessarily imply monthly compounding, and deposits made earlier have more time to earn interest than deposits made near the end.

Worked example

A concrete input and expected output from the current implementation.

Input

Starting investment: $1,000
Annual interest rate: 5%
Investment term: 2 years
Compounding: annually
Regular contribution: $0

Expected output

Future value: $1,102.50

After one year, $1,000 grows to $1,050. Applying 5% for the second year produces $1,050 x 1.05 = $1,102.50.

How the result is produced

1

Compounding the starting balance

For the opening investment, each compounding period applies the periodic rate to the accumulated balance. With annual rate r, m compounding periods per year, and t years, the lump-sum component is P x (1 + r/m)^(m x t). The percentage rate must be converted to a decimal before it enters that expression.

2

Accumulating scheduled deposits

Regular deposits are separate cash flows rather than part of the opening principal. Each deposit earns compound interest only from its scheduled date through the end of the term. Changing the deposit cadence can therefore change the result even when contributed totals are similar. The final value combines the accumulated opening balance with the accumulated value of those deposits.

Good uses

  • Estimate what an existing retirement or brokerage balance could become after a chosen number of years at an assumed annual return, without adding further deposits.
  • Project the ending value of a savings plan that combines an initial deposit with weekly, monthly, quarterly, or annual contributions.
  • Compare contribution schedules, such as depositing a fixed amount monthly versus making fewer larger deposits, while keeping the rate and investment horizon consistent.

Limits and checks

  • A calculated future value is a projection, not a guaranteed account balance. A constant entered rate cannot represent the sequence, volatility, or uncertainty of actual market returns.
  • Contribution timing matters. If a schedule is interpreted as deposits at the beginning rather than the end of each period, every payment may receive one additional compounding period.
  • The displayed amount should not be read automatically as spendable purchasing power. Inflation, taxes, fees, withdrawals, and changing rates can materially alter the real-world outcome unless separately reflected in the assumptions.

Common questions

Why does changing the compounding frequency alter the future value?

The stated annual rate is divided across the selected number of compounding periods, and earned interest joins the balance after each period. More frequent compounding therefore applies later interest to previously credited interest more often. The difference may be small for short terms or low rates, but it increases with the rate, principal, and time horizon.

Can this result predict the actual value of an investment?

No. It shows the mathematical result of the values and schedule entered. Real investment returns can change from period to period, and actual balances can also be affected by fees, taxes, missed contributions, withdrawals, and inflation. Use the result for scenario planning, and compare several plausible rates rather than treating one projection as a forecast.

References and verification

The example and behavioral notes were checked against the browser implementation. Standards and primary references below define the relevant format, formula, or platform behavior.

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