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QUESTION 1 Time line is useful in time value of money problems because it helps visualize and set up the problem. True False QUESTION 2
QUESTION 1
- Time line is useful in time value of money problems because it helps visualize and set up the problem.
- True
- False
- Assume that you purchase a 6-year, 8 percent savings certificate for $1,000.If interest is compounded annually, what will be the value of the certificate when it matures? Hint: What is the future value of $1000 in 6 years at 8%
- $630.17
- $1,469.33
- $1,677.10
- $1,586.87
- $1,766.33
- Calculate the present value of $1,000 to be received at the end of 8 years, interest rate is 7%.
- $582.01
- $1,718.19
- $531.82
- $5,971.30
- $649.37
- You want to have $200 in your account in five years' time. The account will earn 8% compounded annually. How much should you deposit today, i.e., what is the present value of that amount today? Just show the equation.
- 200/(1.08)5
- 200(1.08)5
- 200(1.05)8
- (200.05)8
- 200x05x8
- If you have a choice between $1000 today or $2000 in five years at 15 percent, compounded annually, you should take the $1000 today since it is worth more. Hint: Compare apples to apples, either compare PV to PV or FV to FV.
- True
- False
- An __________ is an equal amount received at the __________ of the period for a specified time period.
- annuity due, end
- annuity due, beginning
- ordinary annuity, beginning
- ordinary annuity, middle
- None of the above
- How much would you be willing to pay today for an investment that would return $800 each year at the end of each of the next 6 years?Interest rate of 5 percent, compounded annually. Hint: Find PV of annuity.
- $5,441.53
- $4,800.00
- $3,369.89
- $4,060.55
- $4,632.37
- Assume you took a loan today for $10,000 at 10% interest, compounded annually. You plan to make seven end of year payments. Your payment should be ______.
- $2,054.05
- $1,867.32
- $1,000.00
- $1,428.57
- Cannot be determined
- You decide to begin saving toward the purchase of a new car in 5 years.If you put $1,000 atthe endof each of the next 5 years in a savings account paying 6 percent compounded annually, how much will you accumulate after 5 years? [Hint: first payment is one year from today, totaling five payments. Find FV]
- $6,691.13
- $5,637.09
- $1,338.23
- $5,975.33
- $5,732.00
- You decide to begin saving toward the purchase of a new car in 5 years.If you put $1,000 atthe beginningof each of the next 5 years in a savings account paying 6 percent compounded annually, how much will you accumulate after 5 years? [Hint: first payment is today, totaling five payments. Find FV]
- $6,691.13
- $5,637.09
- $1,338.23
- $5,975.33
- $5,732.00
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