$10,000 at 7% for 10 Years
~$20,097
- Final balance
- $20,097
- Starting principal
- $10,000
- Total interest earned
- $10,097
- Total contributed
- $0
- Growth multiplier
- 2.01×
$10,000 invested at 7% compounded monthly doubles in just under 10.3 years — the Rule of 72 says divide 72 by your rate (72 ÷ 7 ≈ 10.3). After exactly 10 years the balance reaches $20,097, meaning the market contributed more than your original deposit in interest alone. Adjust the principal, rate, or term in the calculator below to see your own scenario.
Compound Interest Calculator
See how savings grow with compound interest and regular contributions. Pick your rate, frequency and term, then watch contributions vs. interest stack up.
Calculator
Compounding is building
29%So far $5,207.33 (29%) of your $18,207.33 balance is growth. The longer it compounds, the bigger that share gets.
Contributions: $12,000.00 · Interest: $5,207.33
Show data table
| How your balance grows | Contributions | Interest |
|---|---|---|
| Y1 | $100.00 | $5.00 |
| Y1 | $300.00 | $16.58 |
| Y1 | $500.00 | $30.28 |
| Y1 | $700.00 | $46.12 |
| Y1 | $900.00 | $64.12 |
| Y1 | $1,100.00 | $84.31 |
| Y2 | $1,300.00 | $106.71 |
| Y2 | $1,500.00 | $131.34 |
| Y2 | $1,700.00 | $158.22 |
| Y2 | $1,900.00 | $187.37 |
| Y2 | $2,100.00 | $218.82 |
| Y2 | $2,300.00 | $252.59 |
| Y3 | $2,500.00 | $288.71 |
| Y3 | $2,700.00 | $327.19 |
| Y3 | $2,900.00 | $368.06 |
| Y3 | $3,100.00 | $411.35 |
| Y3 | $3,300.00 | $457.08 |
| Y3 | $3,500.00 | $505.26 |
| Y4 | $3,700.00 | $555.94 |
| Y4 | $3,900.00 | $609.13 |
| Y4 | $4,100.00 | $664.86 |
| Y4 | $4,300.00 | $723.16 |
| Y4 | $4,500.00 | $784.04 |
| Y4 | $4,700.00 | $847.53 |
| Y5 | $4,900.00 | $913.67 |
| Y5 | $5,100.00 | $982.48 |
| Y5 | $5,300.00 | $1,053.98 |
| Y5 | $5,500.00 | $1,128.21 |
| Y5 | $5,700.00 | $1,205.18 |
| Y5 | $5,900.00 | $1,284.93 |
| Y6 | $6,100.00 | $1,367.48 |
| Y6 | $6,300.00 | $1,452.87 |
| Y6 | $6,500.00 | $1,541.12 |
| Y6 | $6,700.00 | $1,632.25 |
| Y6 | $6,900.00 | $1,726.31 |
| Y6 | $7,100.00 | $1,823.31 |
| Y7 | $7,300.00 | $1,923.29 |
| Y7 | $7,500.00 | $2,026.28 |
| Y7 | $7,700.00 | $2,132.31 |
| Y7 | $7,900.00 | $2,241.40 |
| Y7 | $8,100.00 | $2,353.60 |
| Y7 | $8,300.00 | $2,468.92 |
| Y8 | $8,500.00 | $2,587.40 |
| Y8 | $8,700.00 | $2,709.08 |
| Y8 | $8,900.00 | $2,833.98 |
| Y8 | $9,100.00 | $2,962.14 |
| Y8 | $9,300.00 | $3,093.58 |
| Y8 | $9,500.00 | $3,228.36 |
| Y9 | $9,700.00 | $3,366.48 |
| Y9 | $9,900.00 | $3,508.00 |
| Y9 | $10,100.00 | $3,652.94 |
| Y9 | $10,300.00 | $3,801.34 |
| Y9 | $10,500.00 | $3,953.23 |
| Y9 | $10,700.00 | $4,108.65 |
| Y10 | $10,900.00 | $4,267.63 |
| Y10 | $11,100.00 | $4,430.21 |
| Y10 | $11,300.00 | $4,596.42 |
| Y10 | $11,500.00 | $4,766.31 |
| Y10 | $11,700.00 | $4,939.91 |
| Y10 | $11,900.00 | $5,117.25 |
| Y10 | $12,000.00 | $5,207.33 |
How it's calculated
The future value uses the standard compound-interest formula A = P(1 + r/n)^(nt) combined with the future value of a recurring contribution. P is the starting principal, r the annual rate, n the number of compounding periods per year, and t the number of years. Contributions are applied at the start or end of each period depending on your selection.
Sources
- www.investor.gov/financial-tools-calculators/calculators/compound-interest-calculator
- www.investopedia.com/terms/c/compoundinterest.asp
- www.nerdwallet.com/calculator/compound-interest-calculator
Reviewed by the YouCalc Team · Last reviewed
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