Illustrative estimates based on the numbers entered. Actual investment returns, lender calculations, fees and repayment schedules may differ. Not investment, lending, credit, tax or debt advice.
Growth is earned on your original money and on the growth that came before it. Change the rate, the compounding frequency or the time, and the curve responds immediately.
57% of the final value comes from growth rather than from money you paid in.
| Point | Projected value | Money you paid in |
|---|---|---|
| Year 0 | €10k | €10k |
| Year 2 | €21k | €19k |
| Year 3 | €33k | €28k |
| Year 5 | €46k | €38k |
| Year 6 | €61k | €47k |
| Year 8 | €77k | €56k |
| Year 9 | €96k | €65k |
| Year 11 | €116k | €74k |
| Year 12 | €139k | €83k |
| Year 14 | €164k | €93k |
| Year 15 | €192k | €102k |
| Year 17 | €224k | €111k |
| Year 18 | €258k | €120k |
| Year 20 | €297k | €129k |
Growth overtakes the money you paid in during year 17.
Results are illustrative estimates based on the numbers you enter. Actual investment returns, lender calculations, fees and repayment schedules may differ. Compoundly is not investment, lending, tax or debt advice.
At every compounding date the balance is multiplied by the periodic rate. With a nominal annual rate the periodic rate is the annual rate divided by the number of periods in a year; with an effective annual rate it is de-compounded, so that a full year of compounding reproduces exactly the rate you entered.
Compounding more often raises the effective annual rate, but the effect is smaller than people expect. At 7% nominal, moving from yearly to monthly compounding lifts the effective rate to about 7.23%; moving on to daily adds only a few more hundredths of a percent. Compoundly shows the effective figure under the chart so the difference is never overstated.