We can use the present value of annuity formula to find out the annual payment for this loan for Cooley Landscaping. | |||||||||||
Present value of annuity = P x {[1 - (1+r)^-n]/r} | |||||||||||
Present value of annuity = Loan amount = $21000 | |||||||||||
P = Annual loan payment = ? | |||||||||||
r = rate of interest per year = 8% | |||||||||||
n = number of annual loan payments = 8 | |||||||||||
21000 = P x {[1 - (1+0.08)^-8]/0.08} | |||||||||||
21000 = P x 5.746639 | |||||||||||
P = 3654.31 | |||||||||||
Annual payment on this loan for Cooley Landscaping = $3654.31 | |||||||||||
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