How this investment calculator works
Enter your initial investment, years of investment growth, estimated annual rate of return, compound frequency, and recurring investments. Compare daily, monthly, and annual compounding with monthly or annual contributions.
The initial investment grows using P × (1 + r/n)^(n × t). For recurring investments, the rate per contribution period is i = (1 + r/n)^(n/m) − 1. Contributions made at the end of each period grow to C × ((1 + i)^(m × t) − 1) / i. Here r is the annual return as a decimal, n is compounds per year, m is contributions per year, and t is years.
At a 0% return, recurring investments simply add up to C × m × t. Daily compounding uses 365 periods per year. Values are rounded to cents for display.
Understanding your investment growth
Final balance includes your initial investment, recurring contributions, and interest earned. Total contributions shows recurring investments only. The annual table shows principal (initial investment plus recurring contributions), accumulated interest, and balance, starting in the current calendar year.
An estimate for planning
This investment return calculator assumes a constant return and regular deposits. Actual returns fluctuate and can be negative. Taxes, fees, inflation, and changes to contributions are excluded. The projection is not a guaranteed return or investment advice.
Frequently asked questions
Does total contributions include my initial investment?
No. It counts recurring investments only. Your initial investment is included in both principal and final balance.
When are recurring investments added?
At the end of each selected monthly or annual contribution period. Each deposit earns returns for the remaining periods.
How does compound frequency affect the result?
For the same positive nominal annual return, more frequent compounding increases the effective annual return. The calculator converts that growth to the selected contribution frequency.
Can I calculate growth without recurring investments?
Yes. Set the recurring investment amount to $0 to project growth on your initial investment alone.
What's changed
- Launched.
References
- SEC Investor.gov: Compound Interest
defines compound interest as growth on principal and accumulated interest, the principle behind the compounding calculation