N = 30; rate = 6%; PMT (annual payment) = 12,000, solve for PV.
Principal amount (or mortgage) = 165,177.97
a). Total outstanding amount to be paid off after 12 years = annual payment*number of payments left = 12,000*(30-12) = 216,000
Outstanding principal balance after 12 years: PMT = 12,000; i = 6%; N = 18, solve for PV.
Outstanding principal to be paid off = 129,931.24
b). Total outstanding amount to be paid off after 20 years = annual payment*number of payments left = 12,000*(30-20) = 120,000
Outstanding principal balance after 20 years: PMT = 12,000; i = 6%; N = 10, solve for PV.
Outstanding principal to be paid off = 88,321.04
c). If the mortgage is paid off just before the 12th installment is due, that means 11 installments have been paid off.
That leaves a total of 30 -11 = 19 installments to be paid off.
So, total outstanding amount to be paid off = 12,000*19 = 228,000
Outstanding principal balance: PMT = 12,000; i = 6%; N = 19, solve for PV.
Outstanding principal to be paid off = 133,897.40
need answer pls thank u so much I thepeo ) (20 P .) When you purchased...
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