If we do not want to make monthly car payments over $450, up to what amount can I borrow today if r = 3% APR compounded monthly, and the loan requires 60 monthly payments?
$ 25,043.56
Amount to be borrowed is the present value of cash flow which is calculated as follows: | ||||||||
Present Value of monthly cash flow | =pv(rate,nper,pmt,fv) | |||||||
= $ 25,043.56 | ||||||||
Where, | ||||||||
rate | = | Discount rate | = | 3%/12 | = | 0.0025 | ||
nper | = | Time | = | 60 | ||||
pmt | = | Monthly Cash Flow | = | $ -450 | ||||
fv | = | Maturity Cash Flow | = | 0 | ||||
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