You borrow $400 promising to repay in 4 semi-annual installments at 6% (APR) (compounded monthly), how much are your payments?
$ 101.25
Step-1:Calculation of equivalent semi annual interest rate | ||||||||
(1+i)^n | = | (1+i)^n | Where, | |||||
(1+0.005)^6 | = | (1+i)^1 | Monthly Interest rate | = | 6%/12 | = | 0.005 | |
1.030378 | = | 1+i | ||||||
0.030378 | = | i | ||||||
So, | ||||||||
Semi annual equivalent interest rate | = | 0.030378 | ||||||
Step-2:Calculation of semi annual payment | ||||||||
Semi annual payment | =-pmt(rate,nper,pv,fv) | Where, | ||||||
$ 101.25 | rate | = | 0.005 | |||||
nper | = | 4 | ||||||
pv | = | $ 400.00 | ||||||
fv | = | 0 | ||||||
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