First of all by using present value of annuity formula , we can find out the monthly payment towards lease. | ||||||||||
Present value of annuity = P*{[1-(1+r)^-n]/r} | ||||||||||
Present value of annuity = lease liability = $28,805 | ||||||||||
P = Lease monthly payment = ? | ||||||||||
r = rate of interest per month = 3.8% /12 = 0.003167 | ||||||||||
n = no.of months lease payments = 3 years * 12 = 36 | ||||||||||
28805 = P*{[1-(1+0.003167)^-36]/0.003167} | ||||||||||
28805 = P * 33.97305 | ||||||||||
P = 847.88 | ||||||||||
Lease monthly payment = $847.88 | ||||||||||
Total interest paid on 3 year lease = (Monthly payment * no.of months lease payment) - Lease liability | ||||||||||
Total interest paid on 3 year lease = ($847.88 * 36) - $28,805 | ||||||||||
Total interest paid on 3 year lease = $1718.61 |
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