Savings Goal Calculator
Work out how much you need to save each month to reach a savings goal by a target date — assuming a steady interest rate...
Calculators and explainers tagged under Investing.
Work out how much you need to save each month to reach a savings goal by a target date — assuming a steady interest rate...
Estimate how long it takes for an investment to double in value at a fixed annual rate of return, using the classic Rule...
Project how much a present amount grows to after a given period at a fixed compound rate.
Estimate the years it takes for an investment to triple at a given annual return using the rule of 115 (years ≈ 115 / ra...
Project investment growth with regular contributions, any compounding frequency, and adjustable rate.
Calculate what a bond is worth today by discounting its coupon payments and face value at the prevailing market yield.
Estimate the tax owed on a capital gain from sale price, cost basis, and the applicable long- or short-term tax rate.
Compute the future value forgone by spending an amount today rather than investing it at a given annual return for a cho...
Compute the profit, total return, and percentage return on a stock trade after factoring in commissions and fees on both...
Compute the annual dividend yield of a stock as the ratio of the annual dividend per share to the current share price.
Convert a nominal interest rate and compounding frequency into the effective annual percentage yield.
Project the future value of a 529 college savings plan from current balance, monthly contributions, expected return, and...
Compute the future value of a series of equal periodic contributions earning a constant rate.
See how a portfolio grows when you invest a fixed amount on a regular schedule and let it compound at an expected return...
Estimate retirement balance at age 65 based on current savings, contributions, and expected return.
Compute the Sharpe ratio of a portfolio = (portfolio return − risk-free rate) / standard deviation of portfolio returns.
The same $250 a month looks unremarkable for a decade and then suddenly dominates the chart. Here is why compounding behaves that way.