Comparing payments and APRs of financing alternatives. Because of a job change, Finn McBryde has just relocated to the southeastern United States. He sold his furniture before he moved, so he’s now shopping for new furnishings. At a local furniture store, he’s found an assortment of couches, chairs, tables, and beds that he thinks would look great in his new two-bedroom apartment; the total cost for everything is $6,400.   Because of moving costs, Ben is a bit short of cash right now, so he’s decided to take out an installment loan for $6,400 to pay for the furniture. The furniture store offers to lend him the money for 48 months at an add-on interest rate of 6.5 percent. The credit union at Finn’s firm also offers to lend him the money—they’ll give him the loan at an interest rate of 6 percent simple, but only for a term of 24 months.   Compute the monthly payments for both of the loan offers. Show your work.   Determine the APR for both loans. Which is more important: low payments or a low APR? Explain.

FINANCIAL ACCOUNTING
10th Edition
ISBN:9781259964947
Author:Libby
Publisher:Libby
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
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  1. Comparing payments and APRs of financing alternatives. Because of a job change, Finn McBryde has just relocated to the southeastern United States. He sold his furniture before he moved, so he’s now shopping for new furnishings. At a local furniture store, he’s found an assortment of couches, chairs, tables, and beds that he thinks would look great in his new two-bedroom apartment; the total cost for everything is $6,400.

 

Because of moving costs, Ben is a bit short of cash right now, so he’s decided to take out an installment loan for $6,400 to pay for the furniture. The furniture store offers to lend him the money for 48 months at an add-on interest rate of 6.5 percent. The credit union at Finn’s firm also offers to lend him the money—they’ll give him the loan at an interest rate of 6 percent simple, but only for a term of 24 months.

 

  1. Compute the monthly payments for both of the loan offers. Show your work.

 

  1. Determine the APR for both loans.
  2. Which is more important: low payments or a low APR? Explain.
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