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Monthly Loan Payment

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Last modified by
on
Jul 25, 2024, 6:09:57 PM
Created by
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Oct 4, 2016, 3:30:17 PM
`"Monthly Payment" = f( "P" , 6.76 , 30 )`
`(P)" Principal Loan Amount"`
`(r) "Annual Interest Rate"`
`(N)" Number of Years"`

The Monthly Loan Payment (a.k.a. Amortization) calculator computes the monthly payment required to pay off a debt with a fixed interest rate over a period of time. 

INSTRUCTIONS: Choose units and enter the following:

  • (P) Principal Loan Amount
  • (r) Annual Interest Rate Percentage (e.g. 4.5%)
  • (N) Number of Years of Loan

Monthly Payment (MP):  The calculator computes the fixed monthly payment needed to payoff the loan in the amount of time.  The payment is in U.S. dollars.  However, this can be automatically converted to other currency units via the pull-down menu.

The Math / Science

This formula is commonly used for home mortgages and other simple debt.  The word AMORTIZATION comes from the Middle English amortisen which means "to kill".  In essence, this is the amount needed on a regular basis "to kill" a debt. 

The formula for a monthly amortized payment is:

`MP =  (P * (r/12)) / (1- (1+(r/12))^(-12*N))`

where:

  • MP = Monthly Payment
  • P = Principal Loan Amount
  • r = Annual Interest Rate
  • N = Number of Years


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This equation, Monthly Loan Payment, is used in 4 pages
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