Y bought a TV costing 13,000 by making a down payment of 3,000 and agreeing to make
equal annual payment for 4 years. How much would be each payment if the interest on
unpaid amount be 14% compounded annually?
(Ans. 3431.71)
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Answer:
Formula will be A=V/P(n,i)
First we have to calculate P(n,i)
Using The formula of P(n,i)
P(n,i) = (1+i)^n -1/i(1+i)^n
( 1+0.14)^4-1/0.14(1+014)^4
solving this = 2.9137668
Now A=V/P(n,i)
13000-3000= 10000
A=10000/2.9137668
=3471.71 .
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