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Compound Interest

Investment growth with contributions and chart.

Final balance
$92,252
Total contributed
$46,000
Interest earned
$46,252
Growth multiple
2.01ร—

Growth chart

Year-end balances
Year  1   contributed $      12,400   balance $        13,216
Year  2   contributed $      14,800   balance $        16,664
Year  3   contributed $      17,200   balance $        20,362
Year  4   contributed $      19,600   balance $        24,327
Year  5   contributed $      22,000   balance $        28,578
Year  6   contributed $      24,400   balance $        33,137
Year  7   contributed $      26,800   balance $        38,026
Year  8   contributed $      29,200   balance $        43,268
Year  9   contributed $      31,600   balance $        48,888
Year 10   contributed $      34,000   balance $        54,916
Year 11   contributed $      36,400   balance $        61,378
Year 12   contributed $      38,800   balance $        68,308
Year 13   contributed $      41,200   balance $        75,739
Year 14   contributed $      43,600   balance $        83,708
Year 15   contributed $      46,000   balance $        92,252

About the Compound Interest

Project investment growth with an initial amount plus optional monthly contributions, an annual return rate, and yearly, quarterly, monthly or daily compounding. A bar chart tracks the balance at each year end, and the output separates total contributions from interest earned with a growth multiple.

How to use the Compound Interest

  1. Enter the initial amount, monthly contribution, annual return and number of years.
  2. Choose a compounding frequency: yearly, quarterly, monthly or daily (approximate).
  3. Read the final balance, total contributed and interest earned tiles.
  4. Hover the growth chart bars to see each year-end balance, or open the full list.

Compound Interest FAQ

How do monthly contributions enter the math?

Each contribution is added to the balance monthly, and interest is applied at the chosen compounding interval โ€” so regular saving compounds on the running balance, not just the principal.

What is the growth multiple?

It is the final balance divided by everything you put in โ€” 2.00ร— means the account doubled your total contributions through earned interest.

How realistic is the daily option?

It applies one three-hundred-sixty-fifth of the annual rate each day, which is a close approximation; actual bank schedules may use 360-day conventions or different rounding.