Generic selectors
Exact matches only
Search in title
Search in content
Post Type Selectors
page
Future value of an investment calculator icon showing a bar chart

Future Value of an Investment Calculator

Future Value of an Investment Calculator

$
$

This is a worked example. Change the values, then press Calculate.

FUTURE VALUE
TOTAL CONTRIBUTIONS
TOTAL INTEREST EARNED

Solution

Year-by-Year Growth Schedule

Beyond just the final number, seeing how an investment grows year by year makes the long-term effect of compounding and regular contributions much clearer, this calculator includes that full schedule.

How to use this calculator

  1. Enter your Starting Amount (PV) and Contribution (PMT).
  2. Enter the Annual Rate and number of Years.
  3. Choose your Compounding and Contribute frequency, and whether contributions happen at the start or end of each period.
  4. Read the Future Value, Total Contributions, Total Interest Earned, and the Year-by-Year Growth Schedule.

What this calculator does

This calculator projects the combined growth of a starting lump sum and ongoing periodic contributions, then breaks the entire projection down year by year so you can see exactly how the balance builds over time, not just where it ends up.

FV = PV(1 + r/n)^(nt) + PMT × [((1 + r/n)^(nt) − 1) / (r/n)]

Why the year-by-year schedule matters

A single final future value number hides how much of the growth comes early versus late, in most compound growth scenarios, the later years contribute disproportionately more to the total than the early years, even though the contribution amount stays the same. Seeing the full schedule makes this front-loaded-versus-back-loaded growth pattern visible, which is useful for understanding why starting early matters so much for long-term investing.

Frequently asked questions

Why do later years add more to an investment’s growth than earlier years?

Because compounding works on an ever-larger base, interest earned in later years is calculated on a balance that already includes all previous growth, so the same rate produces a larger dollar amount as the balance grows, this is why starting to invest early has such an outsized long-term effect.

What does the year-by-year schedule show that the final number doesn’t?

It shows how much of the total growth happened in each specific year, revealing that most compound growth is back-loaded into later years rather than spread evenly, which the single final future value figure alone doesn’t make clear.