Exam 5: The Time Value of Money

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Other things being equal,the more frequent the compounding period,the:

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What is the present value of your trust fund if it promises to pay you $50,000 on your 30th birthday (7 years from today)and earns 10% compounded annually?

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Nominal dollars refer to the amount of purchasing power.

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Approximately how long must one wait (to the nearest year)for an initial investment of $1,000 to triple in value if the investment earns 8% compounded annually?

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The present value of the following cash flows is known to be $6,939.91; $500 today,$2,000 in 1 year,and $5,000 in 2 years.What discount rate is being used?

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$3,000 is deposited into an account paying 10% annually,to provide three annual withdrawals of $1,206.34 beginning in one year.How much remains in the account after the second payment has been withdrawn?

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What is the APR on a loan that charges interest at the rate of 1.4% per month?

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Your retirement account has a current balance of $50,000.What interest rate would need to be earned in order to accumulate a total of $1,000,000 in 30 years,by adding $6,000 annually?

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The salesperson offers,"Buy this new car for $25,000 cash or,with appropriate down payment,pay $500 per month for 48 months at 8% interest." Assuming that the salesperson does not offer a free lunch,calculate the "appropriate" down payment.

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Given a set future value,which of the following will contribute to a lower present value?

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When an investment pays only simple interest,this means:

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A perpetuity is a special form of an annuity.

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What is the effective annual interest rate on a 9% APR automobile loan that has monthly payments?

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The concept of compound interest refers to:

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A perpetuity of $5,000 per year beginning today is said to offer a 15% interest rate.What is its present value?

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What will be the monthly payment on a home mortgage of $75,000 at 12% interest,to be amortized over 30 years?

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What is the expected real rate of interest for an account that offers a 12% nominal rate of return when the rate of inflation is 6% annually?

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To calculate present value,we discount the future value by some interest rate r,the discount rate.

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Discuss the statement,"It is always preferred to select an account that offers compound interest over an account that offers simple interest."

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Approximately how much must be saved for retirement in order to withdraw $100,000 per year for the next 25 years if the balance earns 8% annually,and the first payment occurs 1 year from now?

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