Money Market Account Calculator
Enter your deposit, APY, and term to see how much your money market account will earn.
Result
How it is calculated
The balance is computed with the standard compound-interest formula FV = P × (1 + r ÷ n)n × t, where P is the deposit, r is the rate you enter as a decimal (4.5 becomes 0.045), n is the number of compounding periods per year and t is the term in years. Interest is FV − P. Dollar amounts are shown with two decimals, and the term may be fractional.
Important detail: the tool takes the percentage in the rate field as a yearly rate that is then divided by n and compounded, which is how a nominal rate works. A real APY already includes compounding, so entering an advertised APY here with monthly compounding counts the compounding twice and slightly overstates the result. To project a stated APY exactly, set compounds per year to 1. The deposit, term and compounding count must be above zero, the rate zero or more, and no deposits or withdrawals are modelled during the term.
Worked example
Deposit $10,000 at a 4.5% rate for 2 years, compounded monthly (n = 12). Monthly rate = 0.045 ÷ 12 = 0.00375. Periods = 12 × 2 = 24. Growth factor = 1.0037524 ≈ 1.09399. Balance = 10,000 × 1.09399 = $10,939.90. Interest = 10,939.90 − 10,000 = $939.90. With n = 1 (annual compounding) the same inputs would give $920.25, so compounding more often adds about $19.65 over the two years.
Common mistakes
- Entering an advertised APY and also choosing monthly or daily compounding. The tool compounds the entered rate again, so the result is a little too high; use compounds per year = 1 to follow an APY exactly.
- Typing the rate as a decimal (0.045) instead of a percentage (4.5). A rate of 0.045 means 0.045% and shows almost no interest.
- Entering the term in months. The field is in years, so 18 months is 1.5, not 18.
- Assuming monthly deposits are included. Only the starting deposit grows; regular contributions need a different calculator.
- Treating the rate as fixed for the whole term. Money market rates are variable, so the result is a projection at today's rate, not a promise, and it ignores fees, minimum balances and taxes.
Sources
- 6.4 Compound Interest - Contemporary Mathematics — OpenStax, Rice University
- What is a money market account? — Consumer Financial Protection Bureau
About this calculator
A money market account (MMA) is a bank deposit account that typically pays a higher interest rate than a standard savings account while still offering easy access to funds, with interest usually quoted as an APY (annual percentage yield) that already accounts for compounding frequency. This calculator projects the account’s growth using the compound interest formula balance = P(1 + r/n)^(nt), where P is your deposit, r is the annual rate you enter, n is the number of compounding periods per year, and t is the term in years. The rate is applied as a nominal annual rate and compounded n times a year.
Because MMAs commonly compound daily or monthly rather than just annually, the effective growth is slightly higher than the nominal rate alone would suggest — which is why banks advertise APY. Note that this calculator does not treat the figure you enter as an already-compounded APY: it compounds it again at the frequency you choose. To project a quoted APY exactly, set compounding to 1 per year; to use a nominal rate, enter it with its real compounding frequency. The result is your final balance and total interest earned. Savers use this comparison when deciding between a money market account, a regular savings account, and a CD, since MMAs typically sit between the two in both yield and liquidity.
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