You purchase a home costing $480,000 with a 20% down payment. After shopping around for a mortgage, you select a lender who offers you two options for 30-year mortgages with monthly payments: Option I: A rate of 2.75% (APR) and an upfront fee (due immediately) of $3,840 Option II: A rate of 2.65% (APR) and an upfront fee (due immediately) of $9,600. a. Compute the monthly loan payment for each option. b. Compute the outstanding loan balance after 10 years for each option. c. If you prefer a lower true interest rate, which one should you choose?
You purchase a home costing $480,000 with a 20% down payment. After shopping around for a mortgage, you select a lender who offers you two options for 30-year mortgages with monthly payments: Option I: A rate of 2.75% (APR) and an upfront fee (due immediately) of $3,840 Option II: A rate of 2.65% (APR) and an upfront fee (due immediately) of $9,600. a. Compute the monthly loan payment for each option. b. Compute the outstanding loan balance after 10 years for each option. c. If you prefer a lower true interest rate, which one should you choose?
Chapter5: The Time Value Of Money
Section: Chapter Questions
Problem 15P
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Question
You purchase a home costing $480,000 with a 20% down payment. After shopping around for a mortgage, you select a lender who offers you two options for 30-year mortgages with monthly payments:
Option I: A rate of 2.75% (APR) and an upfront fee (due immediately) of $3,840
Option II: A rate of 2.65% (APR) and an upfront fee (due immediately) of $9,600.
a. Compute the monthly loan payment for each option.
b. Compute the outstanding loan balance after 10 years for each option.
c. If you prefer a lower true interest rate, which one should you choose?
d. If you anticipate staying in the house for 10 years, which option should you choose?
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