Loan amount = $10307-11% | |||
=$9173.23 | |||
Quarterly payment = [P x R x (1+R)^N]/[(1+R)^N-1] | |||
Where, | |||
P= Loan Amount =$9173.23 | |||
R= Interest rate per period =5/12 =0.4166667% | |||
N= Number of periods =6.25*4 =25 | |||
= [ $9173.23x0.0041666667 x (1+0.0041666667)^25]/[(1+0.0041666667)^25 -1] | |||
= [ $38.221791972441( 1.0041666667 )^25] / [(1.0041666667 )^25 -1 | |||
=$387.14 | |||
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