Tom K. answered 10/25/20
Knowledgeable and Friendly Math and Statistics Tutor
n = -ln(1 - PV*i/PMT)/ln(1 + i) =
-ln(1 - 5000 * .01/250)/ln(1 + .01) = -ln(.8)/ln(1.01) = 22.43
We will have 22 full payments and a partial 23rd payment.
n = 23
CHRISTIAN B.
asked 10/24/20Use the formula for the present value of an ordinary annuity or the amortization formula to solve the following problem. PV=$5,000; i=0.01; PMT=$250; n=?
n=________
(Round up to the nearest integer.)
Tom K. answered 10/25/20
Knowledgeable and Friendly Math and Statistics Tutor
n = -ln(1 - PV*i/PMT)/ln(1 + i) =
-ln(1 - 5000 * .01/250)/ln(1 + .01) = -ln(.8)/ln(1.01) = 22.43
We will have 22 full payments and a partial 23rd payment.
n = 23
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