Compound Interest and Savings Growth Calculator
Project the final balance when you already know how much you can save.
Enter a savings target and deadline to find the contribution needed each period. The result uses your chosen return and does not fetch account rates or calculate tax.
A savings goal starts with the amount needed at a future date, rather than with an affordable contribution. This model finds the equal deposits that close the gap after allowing the opening savings and later deposits to grow.
The horizon and frequency establish how many deposits occur. Choose a duration containing a whole number of contribution periods so the payment schedule is unambiguous.
The starting savings accumulate at the equivalent periodic rate. Their future value reduces the part of the target that new deposits must fund.
The remaining target is divided by the future-value factor for the deposit stream. At zero interest, this becomes a simple division by the number of deposits.
Sample inputs demonstrate the method. They are not a forecast or product offer.
The first example starts with nothing and targets 1,200 over twelve monthly deposits with no interest. Dividing the target evenly gives 100 per month; every part of the final balance comes from contributions.
Sample inputs demonstrate the method. They are not a forecast or product offer.
The contribution is an amount per selected period, not automatically a monthly figure. Change the frequency when comparing weekly and monthly saving plans.
A zero required contribution means the projected opening savings already cover the target under these assumptions. It does not protect against lower actual returns.
Find the regular contribution needed to reach a savings target, using a chosen growth rate and contribution schedule.
No automatic account rate, tax or inflation allowance.
Read our calculation and testing approach.