Savings
Savings and Compound Interest Calculator
Enter what you have now, what you can add each month and the yearly interest rate to see how your savings could grow.
Your result appears here
Enter a starting amount or a monthly top-up, a yearly rate and how long you will save. The result updates as you type.
How the growth is calculated
Each compounding period, interest equal to the yearly rate × the period's share of a year is added to the balance you held at the start of that period. Top-ups are added at the end of each month. With monthly compounding and no top-ups, a starting amount grows by (1 + rate ÷ 12)ⁿ after n months.
For example, saving ₦100,000 to start and ₦20,000 a month at 10% a year for 5 years pays in ₦1,300,000 and grows to ₦1,713,272, of which ₦413,272 is interest.
| Year | Paid in | Interest | Balance |
|---|---|---|---|
| 1 | ₦240,000 | ₦21,783 | ₦361,783 |
| 2 | ₦240,000 | ₦49,195 | ₦650,977 |
| 3 | ₦240,000 | ₦79,477 | ₦970,455 |
| 4 | ₦240,000 | ₦112,931 | ₦1,323,385 |
| 5 | ₦240,000 | ₦149,887 | ₦1,713,272 |
How often interest is added
₦100,000 at 10% a year for one year, with no top-ups:
| Interest added | Balance after 1 year |
|---|---|
| Every month | ₦110,471.31 |
| Every 3 months | ₦110,381.29 |
| Once a year | ₦110,000.00 |
Frequently asked questions
What is compound interest?
It is interest earned on your interest. Each time interest is added to your balance, the next round of interest is worked out on the larger balance, so growth speeds up over time. The longer you save, the bigger the effect.
Does it matter how often interest is added?
A little. The more often interest is added, the more you earn at the same yearly rate, because each addition starts earning too. The difference is small over a year but grows over many years. Check how often your account credits interest.
How are my monthly top-ups treated?
Top-ups are added at the end of each month. Interest is added at the end of each compounding period on the balance at the start of that period, so a top-up starts earning from the next period. With monthly compounding this matches the standard savings-plan formula.
Which interest rate should I enter?
Enter the yearly interest rate your bank or investment states for the account. Some products, such as treasury bills, are quoted with a discount rate, which is not the same figure as a yearly interest rate, so check the yield the provider gives you.
Does the result include tax or fees?
No. Interest can be subject to tax and some accounts charge fees, and rates can change over time. This is an estimate for planning, not a promise of what you will receive.
Does this site store my figures?
No. The calculation runs in your browser and nothing you enter is sent or saved.
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