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To launch a new product line, a company borrowed $50,000 for 5 years at 4% compounded annually. It will be repaid all at once at the end of the term. The company will make quarterly payments into a sinking fund earning 3% interest compounded quarterly.
Problem a) How much money will the company have to repay in 5 years?
Problem b) How much money will each quarterly payment be?
Problem c) Instead of setting up a sinking fund, the company could just wait until the loan ends and repay the loan in one lump sum. How much more would this repayment approach cost the company?
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