Toolkit Shelf

Money Calculators

Compound Interest Calculator

Use this compound interest calculator to estimate future savings from a starting balance, monthly contribution, annual return, and time horizon.

Reviewed May 25, 2026EstimateFormula shown

Live calculator

Compound interest

Future value$63,368

Projected balance after monthly compounding.

Interest earned$23,368

Future value minus your starting amount and contributions.

Total contributed$40,000

Starting amount plus all monthly contributions.

Where the growth comes from

Contributions add up to $40,000. The difference between that and the projected balance is estimated compounding growth: $23,368.

Year-by-year projection

Long timelines show the first years and final year.

YearContributionsInterestBalance
Year 1$13,000.00$821.05$13,821.05
Year 2$16,000.00$1,918.32$17,918.32
Year 3$19,000.00$3,311.78$22,311.78
Year 4$22,000.00$5,022.85$27,022.85
Year 5$25,000.00$7,074.48$32,074.48
Year 10$40,000.00$23,367.82$63,367.82

Formula

Compound interest formula

Future value = principal x (1 + r)^n + monthly contribution x (((1 + r)^n - 1) / r), where r is monthly return and n is months

This calculator assumes monthly compounding, steady end-of-month contributions, and a constant annual return.

How to use

Steps

  1. Enter the amount already saved or invested.
  2. Enter the amount you plan to add each month.
  3. Use an annual return assumption that matches the risk of the account or investment.
  4. Compare the future value, total contributed, and interest earned in the projection table.

Example

Sample calculation

Starting amount$10,000
Monthly contribution$250
10 years at 7%$63,368
Interest earned$23,368

Calculator use

Best for

  • Quick future value from principal, contribution and rate.
  • Personal finance scenarios before changing a budget, loan, savings goal, or purchase plan.
  • Monthly cash flow, affordability, debt payoff, or future-value estimates.
  • Assumption checks before talking with a lender, tax preparer, employer, or financial professional.

Before relying on it

Check first

  • Entering principal, contribution and rate from different time periods or scenarios.
  • Mixing gross income, take-home income, one-time costs, and monthly costs in the same comparison.
  • Forgetting taxes, fees, insurance, irregular bills, or minimum payments when using an estimate.
  • Treating a planning estimate as a quote, tax filing result, approval decision, or guaranteed return.

Benchmarks

How to read the result

The calculator is a decision aid, not a fixed rule. Use the output to compare scenarios and document your assumptions.

Short horizonContributions dominate

Over a few years, the monthly amount you save usually matters more than the return assumption.

10+ yearsCompounding matters

The longer the timeline, the more sensitive the result becomes to the return assumption.

High return inputStress test it

Run a lower-return case too so the plan is not built around one optimistic number.

Calculator accuracy

Methodology and assumptions

The formula, inputs, example, and limitations are shown so the result is checkable, not just a number in a box.

Formula

Future value = principal x (1 + r)^n + monthly contribution x (((1 + r)^n - 1) / r), where r is monthly return and n is months

Inputs used

Principal, Contribution, Rate, Years

Limitations

Results are estimates for quick planning and should be checked before important financial, legal, tax, health, or business decisions.

Last reviewed

May 25, 2026

Cite this page

Toolkit Shelf. Compound Interest Calculator. Retrieved May 25, 2026, from https://toolkitshelf.com/tools/compound-interest-calculator

FAQ

Common questions

What is compound interest?

Compound interest means interest can earn more interest over time, so growth can accelerate as the balance gets larger.

Does this include monthly contributions?

Yes. The calculator adds the monthly contribution at the end of each month and then shows total contributions versus growth.

Is the result guaranteed?

No. It is a projection from the return you enter. Investments can go up or down, and cash accounts can change rates.

Why is the projection table useful?

The table shows when growth starts to become meaningful compared with contributions, which is often easier to understand than one final balance.