Savings Goal Calculator
Find the regular contribution needed to reach your target.
Open calculator →See what your money can grow into. Explore regular savings, compare possibilities, and give every goal a clearer plan.
Change a number. Your estimate updates automatically.
Nominal rates are converted to an equivalent rate per contribution period. Deposits follow the selected timing. Rates are illustrative assumptions.
Constant-rate illustration. Taxes and fees are excluded. Returns can vary or be negative; this is not a guaranteed outcome.
Dedicated tools for the decisions behind your savings. Each has its own inputs, explanation, and results.
Find the regular contribution needed to reach your target.
Open calculator →Find out how long your savings plan could take.
Open calculator →Compare two plans with different rates, deposits, and timeframes.
Open calculator →See how compounding changes an initial deposit over time.
Open calculator →Explore future costs and the purchasing power of your money.
Open calculator →Convert a nominal annual rate into an effective annual yield.
Open calculator →Explore repayments, plan a savings cushion, and put long-term assumptions into numbers.
Estimate monthly payments, total interest, and the remaining balance of a fixed-rate loan.
Open calculator →See how extra monthly principal payments could reduce interest and shorten a mortgage.
Open calculator →Project your savings at retirement using your current balance and regular contributions.
Open calculator →Estimate how long a fixed monthly payment could take to clear one debt.
Open calculator →Set a target from your essential expenses and estimate time to reach it.
Open calculator →Compare a quick doubling-time estimate with the exact compound-growth formula.
Open calculator →Compound interest adds earnings to your balance, allowing those earnings to grow too. Regular deposits add another source of growth.
Try changing just one input at a time: your contribution, the rate, or the number of years. The chart separates money you add from the projected total.
Compare simple & compound interest →A = P(1 + r/n)ntA = future balance · P = principal
r = nominal annual rate as a decimal
n = compounding periods per year · t = years
For regular deposits, each contribution grows from the time it is added. The calculator models each contribution period separately.
Explore the ideas behind the calculations, from regular contributions to the effect of inflation.
Visit the blog →Earnings can earn interest too. Explore how your starting balance, rate, and time combine to shape a projection.
Explore the blog →Each deposit adds to the balance and has its own time to grow. Compare contribution amounts and schedules to see the difference.
Explore the blog →A larger future balance may buy less than you expect. Learn why inflation-adjusted values tell another part of the story.
Explore the blog →It is growth on your starting amount and on interest that has already accumulated. The model assumes that earnings remain in the balance.
Yes. Choose a contribution frequency and whether deposits occur at the beginning or end of each period. Weekly projections use 52 equal periods per year; they are not a calendar-day bank statement.
It is a nominal annual rate. For n compounding periods, effective annual growth is (1 + r/n)^n − 1. The calculator converts this to an equivalent rate for each contribution period.
Purchasing power is the projected balance divided by (1 + inflation)^years. Contribution increases occur after each complete year and apply to future contributions.
Use Investment Comparison to enter separate starting amounts, contributions, rates, and timeframes. Its chart stops each plan at its own endpoint.
No. This model assumes a constant rate, excludes taxes and fees, and does not model market volatility. Negative rates can be entered to explore losses.
The calculators run in your browser. This implementation does not send calculator values to a server or save them in browser storage. Downloaded CSV files contain your displayed projections.