Answer:
Explanation:
You want the principal value of a 15-year loan at 8.9% that has payments of $1200 per month, and you want the cost of financing $1250.76 if the payments are $140.83 per month for 12 months.
House loan
The amortization formula can be solved for the principal value:
P = A(n/r)(1 -(1 +r/n)^-(nt))
A is the $1200 monthly payment, n = 12 payments per year, r = 8.9% interest rate, t = 15 years.
P = 1200(12/0.089)(1 -(1 +0.089/12)^-(12·15)) ≈ 119009.08
You can afford a loan for $119009.08.
Appliance loan
The cost of the loan is the difference between the total of payments and the amount of the loan:
12×140.83 -1250.76 = 439.20
The cost of the loan is $439.20.
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