The interest rate used to compute the future value of a future cash flow
is called the:
- prime rate
- simple rate
- discount rate
- compound rate
2 Which one of the following statements is correct, all else held constant?
- There is an inverse relationship between the present value and the future value
- The future value increases as the time period increases
- The interest rate is directly related to the present value
- The present value increases as the time period increases
3 Given an interest rate of 0%, the future value of a lump sum invested today will always:
- remain constant, regardless of the investment time period
- decrease if the investment time period is shortened
- decrease if the investment time period is lengthened
- be equal to $0
4 Which of the following will increase the future value of a lump sum investment made today assuming that all interest is reinvested (compounding interest)? Assume the interest rate is a positive value
I Increase in the interest rate
II Increase in the lump sum amount
III Increase in the investment time period
IV Decrease in the investment time period
- I and III only
- I and IV only
- I, II, and III only
- II and III only
5 Which one of the following is a correct statement, all else held constant?
- The present value is inversely related to the future value
- The future value is inversely related to the period of time
- The present value is positively related to the discount rate
- The future value is positively related to the interest rate
6 Your savings account is currently worth $5,000 The account pays 55% interest compounded annually How much will it be worth 3 years from now?
- $5,5436
- $5,8712
- $5,9789
- $5,9982
7 David wants to have $25,000 three years from now to buy a new car He wants to make one deposit today to fund this expenditure How much does he have to deposit if he can earn 36% per year on his savings?
- $19,9082
- $20,2552
- $22,4833
- $25,2114
8 What is the future value of $10,000 invested at 12%, compounded monthly for 5 years? ______
- $15,000
- $16,875
- $17,674
- $18,167
9 You have just received a prize worth $10,000 You deposited your winnings into an account which pays 6% annual interest compounded monthly How long will you have to wait until your winnings are worth $25,000?______
- 125
- 133
- 146
- 153
10 You have $1,000 today and want to double your money in 10 years What interest rate must you earn (compounded yearly)? ________
- 718%
- 805%
- 920%
- 1053%