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<div>{{multiple issues|confusing=May 2009|unreferenced=May 2009|orphan =December 2010}}<br />
The term "Present Value Interest Factor of an Annuity", also known by the acronym '''PVIFA''', is used in [[finance theory]] to refer to the output of a calculation, used to determine the monthly payment needed to repay a loan. The calculation has a number of variable factors, which include the quantity borrowed, the given interest rate, the number of regular intervals at which the loan is to be repaid and the term of the loan. For example, if person borrows a lump of money, valued at W, due to be repaid at X intervals per year, at an annual interest rate of Y, for Z years, then the regular payment that will repay this loan can be calculated as follows:<br />
<br />
==Formula==<br />
Let:<br />
:<math>W</math> = the amount borrowed<br />
:<math>X</math> = the number of regular intervals per year at which time the borrowed amount is to be repaid<br />
:<math>Y</math> = the annual interest rate charged<br />
:<math>Z</math> = the number of years over which the loan will be outstanding<br />
:<math>A</math> = the amount of the regular payment that will "amortize" the loan<br />
<br />
Then:<br />
<br />
A = W / PVIFA(X, Y, Z)<br />
<br />
==See also==<br />
*[[Annuity (financial contracts)]]<br />
*[[Fixed rate mortgage]]<br />
*[[Amortization calculator]]<br />
<br />
==References==<br />
<references /><br />
<br />
==External links==<br />
<br />
[[Category:Finance|PVIFA]]<br />
[[Category:Interest]]<br />
{{DEFAULTSORT:Studies in Biblical Sciences (SBS)}}</div>12.27.71.34