## < ⎙ 21 Other formulas that you can solve using the same Inputs

Compound Interest
Future Value of Investment=Principal Investment Amount*(1+(Annual Interest Rate/Number of Periods))^(Number of Periods*Number of Years the Money is Invested) GO
Certificate of Deposit
Certificate of Deposit=Initial Deposit Amount *(1+(Annual Nominal Interest Rate /Compounding Periods))^(Compounding Periods*Number of Years ) GO
Monthly Mortgage Payment
Monthly Payment=(Mortgage Amount*Interest Rate*(1+Interest Rate)^Compounding Periods)/((1+Interest Rate)^Compounding Periods-1) GO
Monthly Payment
Monthly Payment=(Loan Amount*Interest Rate*(1+Interest Rate)^Compounding Periods)/((1+Interest Rate)^Compounding Periods)-1 GO
Net Present Value (NPV) for even cash flow
Net Present Value (NPV)=Expected Cash Flow*((1-(1+Rate of Return)^-Number of Periods)/Rate of Return)-Initial Investment GO
Nominal Interest Rate
Nominal Interest Rate or Stated Rate=Compounding Periods*((1+Effective Interest Rate)^(1/Compounding Periods)-1) GO
EMI
EMI=Loan Amount*Interest Rate*((1+Interest Rate)^Compounding Periods/((1+Interest Rate)^Compounding Periods-1)) GO
Present Value of a Future Sum when compounding periods are given
Present Value=Future Value/(1+(Rate of Return/Compounding Periods))^(Compounding Periods*Number of Periods) GO
Annual Percentage Yield
Annual Percentage Yield=(1+(Stated annual interest rate/Compounding Periods))^Compounding Periods-1 GO
Future Value of Annuity
Future Value of Annuity=(Monthly Payment/Interest Rate)*((1+Interest Rate)^Number of Periods-1) GO
Annuity Payment
Annuity Payment=(Rate per Period*Present Value)/(1-(1+Rate per Period)^-Number of Periods) GO
Loan Amount
Loan Amount=(Annuity Payment/Interest Rate)*(1-(1/(1+Interest Rate)^Compounding Periods)) GO
Zero Coupon Bond Effective Yield
Zero Coupon Bond Effective Yield=(Face Value/Present Value)^(1/Number of Periods)-1 GO
Present Value of Stock With Constant Growth
Price of Stock=Estimated Dividends for Next Period/(Rate of Return-Growth Rate) GO
Zero Coupon Bond Value
Zero Coupon Bond Value=Face Value/(1+Rate of Return)^Time to Maturity GO
Future Value of a Present Sum when the total number of periods is given
Future Value=Present Value*(1+Interest Rate)^Total Number of Periods GO
Future Value of a Present Sum when the number of periods is given
Future Value=Present Value*exp(Rate of Return*Number of Periods) GO
Present Value of a Future Sum when number of periods is given
Present Value=Future Value/exp(Rate of Return*Number of Periods) GO
Doubling Time (Continuous Compounding)
Doubling Time (Continuous Compounding)=ln(2)/Rate of Return GO
Doubling Time
Doubling Time=log10(2)/log10(1+Rate of Return) GO
Present Value of Stock With Zero Growth
Price of Stock=Dividend/Rate of Return GO

## < ⎙ 2 Other formulas that calculate the same Output

Future Value of a Present Sum when the total number of periods is given
Future Value=Present Value*(1+Interest Rate)^Total Number of Periods GO
Future Value of a Present Sum when the number of periods is given
Future Value=Present Value*exp(Rate of Return*Number of Periods) GO

### Future Value of a Present Sum when Compounding Periods are given Formula

Future Value=Present Value*(1+(Rate of Return/Compounding Periods))^(Compounding Periods*Number of Periods)
More formulas
Degree of Operating Leverage GO
Degree of Financial Leverage GO
Future Value of a Present Sum when the total number of periods is given GO
Future Value of a Present Sum when the number of periods is given GO
Present Value of a Future Sum when compounding periods are given GO
Present Value of a Future Sum when total number of periods is given GO
Present Value of a Future Sum when number of periods is given GO

## How to Calculate Future Value of a Present Sum when Compounding Periods are given?

Future Value of a Present Sum when Compounding Periods are given calculator uses Future Value=Present Value*(1+(Rate of Return/Compounding Periods))^(Compounding Periods*Number of Periods) to calculate the Future Value, Future Value is the calculated future value of any investment. Future Value and is denoted by FV symbol.

How to calculate Future Value of a Present Sum when Compounding Periods are given using this online calculator? To use this online calculator for Future Value of a Present Sum when Compounding Periods are given, enter Compounding Periods (n), Number of Periods (n), Present Value (PV) and Rate of Return (RoR) and hit the calculate button. Here is how the Future Value of a Present Sum when Compounding Periods are given calculation can be explained with given input values -> 289.2547 = 10*(1+(4/10))^(10*1).

### FAQ

What is Future Value of a Present Sum when Compounding Periods are given?
Future Value is the calculated future value of any investment and is represented as FV=PV*(1+(RoR/n))^(n*n) or Future Value=Present Value*(1+(Rate of Return/Compounding Periods))^(Compounding Periods*Number of Periods). Compounding Periods is the number of times compounding will occur during a period, The number of periods is the periods on an annuity using the present value, periodic payment, and periodic rate, The present value of the annuity is the value that determines the value of a series of future periodic payments at a given time and A rate of return is the gain or loss on an investment over a specified time period, expressed as a percentage of the investment’s cost.
How to calculate Future Value of a Present Sum when Compounding Periods are given?
Future Value is the calculated future value of any investment is calculated using Future Value=Present Value*(1+(Rate of Return/Compounding Periods))^(Compounding Periods*Number of Periods). To calculate Future Value of a Present Sum when Compounding Periods are given, you need Compounding Periods (n), Number of Periods (n), Present Value (PV) and Rate of Return (RoR). With our tool, you need to enter the respective value for Compounding Periods, Number of Periods, Present Value and Rate of Return and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well. Let Others Know