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The future value calculator can be used to calculate the future value (FV) of an investment with given inputs of compounding periods (N), interest/yield rate (I/Y), starting amount, and periodic deposit/annuity payment per period (PMT).
Calculate the future value of a present value sum, annuity or growing annuity with interest compounding and periodic payments. Future value formula FV=PV(1+i)ⁿ
Future value calculator tells you how much your assets will be worth at a specific date.
This financial calculator can help you calculate the future value of an investment or deposit given an initial investment amount, the nominal annual interest rate and the compounding period. Optionally, you can specify periodic contributions or withdrawals and how often these are expected to occur.
Calculate the Future Value and Future Value Interest Factor (FVIF) for a present value invested for a future return. Our basic future value calculator sets time periods to years with interest compounded daily, monthly, or yearly.
Calculate the future value (FV): F V = 17900.50 × 1.15830 = 20734.08 FV = 12487.16 \times 1.20123 = 15,000.00; So, the Future Value (FV) of your investment is approximately $20,734.08 after 4.5 years. Explanation of the Output. Future Value (FV): The amount your investment will grow to over the specified period, given the compounding effect.
This future value calculator figures what your investments will grow to both before and after taxes and inflation. You can vary payment intervals and...
The future value calculator is a tool to help you better understand how the impact of specific variables such as growth rate, additions, investment time horizon, and starting value may have on your long-term investment goals and objectives.
Powerful computation of the future value of money. Wolfram|Alpha can quickly and easily compute the future value of money in savings accounts or other investment instruments that accumulate interest over time.
Use our Future Value Calculator to calculate the value of your cash, or an asset, on an accurate future date to see the equivalent value of it today