Lois received a 9-year subsidized student loan of $35,000 at an
annual interest rate of 5.875%. Determine her monthly payment on
the loan after she graduates in 3 years. (Round your answer to the
nearest cent.)
Step 1: | Loan amount after 3 years | ||||
PV | 35000 | ||||
r | 0.05875 | ||||
n | 3 | ||||
FV= PV*(1+r)^n | |||||
Where, | |||||
FV= Future Value | |||||
PV = Present Value | |||||
r = Interest rate | |||||
n= periods in number | |||||
= $35000*( 1+0.059)^3 | |||||
=35000*1.18681 | |||||
= $41538.26 | |||||
Step 2: | Monthly payment | ||||
EMI | |||||
Loan Amount | 41538.26134 | ||||
Interest rate per period | 0.48958333% | ||||
Number of periods | 72 | ||||
EMI = [P x R x (1+R)^N]/[(1+R)^N-1] | |||||
Where, | |||||
EMI= Equal Monthly Payment | |||||
P= Loan Amount | |||||
R= Interest rate per period | |||||
N= Number of periods | |||||
= [ $41538.26x0.005 x (1+0.004895833)^72]/[(1+0.00004895833)^72 -1] | |||||
= [ $203.36( 1.00004895833 )^72] / [(1.00004895833 )^72 -1 | |||||
=$685.96 | |||||
Lois received a 9-year subsidized student loan of $35,000 at an annual interest rate of 5.875%....
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