Exam 4: Future Value, Present Value, and Interest Rates

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If a lender wants to earn a real interest rate of 3% and expects inflation to be 3%, he/she should charge a nominal interest rate that:

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Tom deposits funds in his savings account at the bank which is paying 3.5% interest.If he keeps his funds in the bank for one year he will have $155.25.What amount is Tom depositing?

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Suppose the nominal interest rate on a one-year car loan is 8% and the inflation rate is expected to be 3% over the next year.Based on this information, we know:

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Which of the following best expresses the proceeds a lender receives from a one-year simple loan when the annual interest rate equals i?

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Interest rates that are adjusted for expected inflation are known as:

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Doubling the future value will cause:

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As inflation increases, for any fixed nominal interest rate, the real interest rate:

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A borrower is offered a choice between a fixed rate mortgage and a variable rate mortgage.The variable rate mortgage may be more attractive to the lender if the lender expects:

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An investment grows from $2,000 to $2,750 over the period of 10 years.What average annual growth rate will produce this result?

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Which of the following expresses 5.65%?

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What matters more: having a credit card with a low rate or paying off your balance as quickly as possible? Explain.

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Compute the future value of $1,000 at a 6 percent interest rate after three different lengths of time.Use 6, 10 and 20 years into the future.

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Explain why countries with high and volatile inflation rates are likely to have volatile nominal interest rates.

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Which of the following best expresses the present value of $500 that you have to wait four years and three months to receive?

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In the data, we observe that countries with high inflation rates tend to have high nominal interest rates.What does this imply, if anything, about real interest rates in countries with very high inflation rates?

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Explain why the Fisher equation is not highly accurate at high rates of inflation.Use an example.

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If a bond has a face value of $1,000 and the bondholder receives coupon payments of $27.50 semi-annually, the bond's coupon rate is:

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The present value and the interest rate have:

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A lender is promised a $100 payment (including interest) one year from today.If the lender has a 6% opportunity cost of money, he/she should be willing to accept what amount today?

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What is the present value of $200 promised two years from now at 5% annual interest?

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