Contributed capital
The sum of initial principal and all contributions made during the term.
Finance
Project investment growth with periodic contributions, optional inflation and a year-by-year table.
Main simulation
Enter the principal, rate, and term. Contributions and inflation are optional.
The table separates accumulated contributions and interest to show when returns begin to matter more.
The table will appear after you complete the calculation.
| Year | Contributions this year | Total contributed | Accumulated interest | Total accumulated | Hito |
|---|
Compare the same rate and term with different frequencies. This table excludes periodic contributions to isolate compounding.
The comparison will appear after you enter principal, rate and term.
| Frequency | Times/year | Final amount | Interest | Difference vs annual | Nota |
|---|
The summary separates your contributions from investment returns so savings are not confused with profitability.
The sum of initial principal and all contributions made during the term.
The part of the final amount generated by compound returns.
Shows the future amount's approximate purchasing power in today's money.
With simple interest, only the original principal earns a return. With compound interest, earnings are reinvested and generate additional interest.
That is why the term matters so much: growth may seem slow at first, but over the years a larger share of the result comes from accumulated interest.
This calculator is an educational tool. Results are estimates and assume a constant rate. They do not include taxes, fees, rate changes, variable inflation, or market fluctuations. Consult a certified financial adviser before making investment decisions.
It is growth that occurs when generated interest is reinvested and begins earning interest itself. Growth can therefore accelerate over time.
The basic formula is initial principal times one plus the periodic rate raised to the number of periods. With contributions, each contribution grows from the time it is made.
With simple interest, only the original principal earns a return. With compound interest, interest is reinvested and also earns interest.
It is a quick estimate of how many years an investment takes to double. Divide 72 by the annual rate. At 8%, doubling takes about 9 years.
At the same rate and term, more frequent compounding usually produces a slightly higher final amount. The difference becomes more visible over long terms.
Contributions increase working capital. The earlier they are made, the longer they can earn returns.
Inflation reduces future purchasing power. The calculator can therefore show an approximate real value in today's money.
No. Results are educational estimates and exclude taxes, fees, rate changes and market fluctuations.