Finance
Money Market Calculator
Calculate money market returns with APY, 7-day yield, taxes, target savings, comparisons, and a cash growth chart.
Ending Balance
$10,450.00
Total Interest
$450.00
Effective APY
4.50%
Investment Summary
Period
365 days
Rate Type
APY
Compare scenarios
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About this calculator
Method, formulas, and limits.What this does
Calculates the future value of a money market deposit using APY, daily compounding, and 7-day yield. Supports after-tax earnings calculations, target savings mode to find the required principal or rate, and comparison rows for side-by-side scenario analysis with a growth chart.
Who it is for
Savers and investors who want to estimate returns on money market accounts or money market funds. Useful for comparing deposit accounts, planning savings goals, and understanding how compounding frequency affects growth.
How it works
The calculator applies the chosen compounding frequency (daily, monthly, quarterly, annually) to the principal over the selected time period. In target mode it solves for the required principal or rate to reach a goal balance. After-tax results apply the entered tax rate to the gross interest earned to show net earnings.
Limitations
Assumes a constant APY throughout the entire period and does not model rate changes, withdrawal penalties, or tiered interest structures. The 7-day yield is a backward-looking measure and does not guarantee future performance.
Key calculations
- Future Value (Compound Interest)
- The ending balance with compounding is FV = P × (1 + r/n)^(n×t), where P is the principal, r is the annual rate as a decimal, n is the number of compounding periods per year, and t is the time in years.
- Effective APY from Nominal Rate
- APY = (1 + r_nominal/n)^n - 1 converts a nominal rate compounded n times per year into the effective annual percentage yield, reflecting the true return including compounding.
- 7-Day Yield
- A 7-day yield is normally reported as a simple annualized rate. The calculator first estimates the seven-day return as yield × 7/365, then compounds it: APY ≈ (1 + yield × 7/365)^(365/7) - 1.
- Required Principal
- To reach a target balance, requiredPrincipal = target / (1 + r)^t, solving the compound interest formula backwards for the starting deposit.
Reference ranges
- Money Market Rates
- Money market account yields have historically ranged from roughly 0.5% to 5.5% depending on the Federal Reserve rate cycle, with higher rates in rising-rate environments.
- 7-Day Yields
- Money market fund 7-day yields closely track short-term Treasury rates and typically stay within 0.1-0.5% of the Fed funds rate.
- Comparison Benchmarks
- High-yield savings accounts, 1-year CDs, and Treasury bills are common benchmarks for comparing money market returns.
How to use it
- 1.Enter principal and periodInput the starting deposit, the time period, and its unit (days, months, or years).
- 2.Choose the rate typeSelect APY or 7-Day Yield and enter the rate. The calculator converts 7-day yield to an effective APY.
- 3.Set tax and target optionsEnter a tax rate for after-tax results. Toggle target mode to solve for required principal or rate.
- 4.Review results and comparisonsCheck the ending balance, interest, effective APY, and the comparison table and chart.
APY is the effective annual yield including compounding. The 7-day yield is a backward-looking measure of a money market fund's recent performance, annualized to estimate future returns.
Money market accounts typically compound daily and pay monthly. The calculator models daily compounding for APY inputs.
Yes. Enter a tax rate to see after-tax earnings. The tax is applied to the gross interest earned.
Target mode solves backwards: given a goal balance, it finds the required starting principal or the required rate to reach that balance in the selected period.
Money market accounts at banks are typically FDIC-insured up to $250,000. Money market funds are not FDIC-insured and can lose value.
Yes. The comparison section shows ending balances for high-yield savings, money market funds, 1-year CDs, and Treasury bills at typical rates.
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