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Monthly Payment (Yearly Rate, compound frequency)

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Last modified by
on
Jul 24, 2020, 6:28:07 PM
Created by
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Nov 20, 2014, 1:21:23 AM
monthly payment=(6.512)2000001-(1+(6.512))-(3012)
Loan period
Principal
Compunding Frequency
Yearly Interest Rate
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This equation computes the monthly payment on a fixed rate mortgage loan.

INPUTS

The monthly payment is defined by the following inputs:

  • r - the annual interest rate entered as a percentage; in other words, you enter 4.8 for a 4.8% annual interest rate
  • n - the number of years of the term of the loan
  • freq - the number of compounding periods per year
  • P - the principal amount borrowed

NOTES

The entire balance of the loan includes the interest paid on the borrowed amount and is included in the monthly payment.

The term of a loan is often a standard period such as a "30 year fixed" or "20 year fixed" mortgage.  This equation is defined to pay off the entire loan amount within the specified fixed period.

EXAMPLES

Assume you buy a standard home loan for $200,000 with a fixed yearly interest rate of 6.5% and plan to pay it off in a term of 30 years, 

the principal is P=200000,

the yearly interest is r= 0.065

             the frequency is freq= 12 compounding periods per year

the term of the loan is n= 30 years

The fixed monthly payment calculated will be:  $1,264.14.


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