The time value of money means that the same amount of money can have different values depending on when it is received.
3 Time Value of Money Online Quiz Questions
Use this free practice quiz with 20 questions to review 3 Time Value of Money, test your knowledge, and prepare for your next test or exam.
If the future cash flow and its timing stay the same, what generally happens to its present value when the discount rate increases?
- A
It generally increases present value.
- B
It generally lowers present value.
- C
It leaves present value unchanged.
- D
It changes only future value, not present value.
An ordinary annuity makes each payment at the of each period.
What type of annuity pays at the beginning of each period?
A project has a positive net present value at the chosen discount rate. This guarantees that the project will succeed.
- A
True
- B
False
An investment of $1,000 earns 5% per year, compounded annually, for two years. What is its future value?
- A
$1,050.00
- B
$1,102.50
- C
$1,100.00
- D
$1,125.00
To convert the value of an ordinary annuity to the value of an annuity due, multiply by .
A payment of $1,210 will be received in two years. At an annual discount rate of 10%, what is its present value in dollars?
An annual nominal rate of 12% is compounded monthly. Which rate and number of periods should be paired for one year of calculations?
- A
A monthly rate of 12% and 1 period per year
- B
A monthly rate of 1% and 12 periods per year
- C
A monthly rate of 1% and 1 period per year
- D
A monthly rate of 12% and 12 periods per year
Which are appropriate uses of the time value of money? Select all that apply.
- A
Estimating how an investment balance may grow
- B
Comparing a lump sum today with installments by valuing both at the same date
- C
Discounting expected project cash flows to evaluate an investment
- D
Guaranteeing the exact amount and timing of future project cash flows
You need to find the present value of several uneven future cash flows. Which steps are appropriate? Select all that apply.
- A
Discount each cash flow using its own timing.
- B
Add the discounted values.
- C
Use a monthly rate with a number of years as the period count.
- D
Treat every cash flow as if it occurred on the same date, regardless of its actual timing.
A deposit of $2,000 earns a 12% annual nominal rate compounded monthly for one year. What is its approximate future value?
- A
$2,240.00
- B
$2,253.65
- C
$2,400.00
- D
$2,520.00
A business must choose between a lump sum today and several future payments. Explain a time-value-of-money process for comparing the alternatives and give one limitation of the resulting comparison.
Holding a future cash flow and the time until it is received constant, increasing the discount rate lowers its present value.
- A
True
- B
False
A savings plan requires equal payments at regular intervals. What is the general financial term for this series of payments?
An investment has nominal annual rate r, is compounded monthly, and remains invested for t years. Which rate and period count should be paired in the future-value calculation?
- A
Use the annual rate for each period and use t periods.
- B
Use a periodic rate of 12r and 12t periods.
- C
Use a periodic rate of 12r and t periods.
- D
Use a periodic rate of tr and 12 periods.
A company chooses a discount rate to value a future project cash flow. Which interpretation best fits the role of that rate?
- A
It is the guaranteed return that the future cash flow will earn.
- B
It is the number of periods until the cash flow is received.
- C
It represents the return required for waiting and may reflect opportunity cost and risk.
- D
It is the amount of the future cash flow expressed in today's dollars.
A project has a positive net present value (NPV) at the company's chosen discount rate. Which statement correctly describes what this establishes and what it does not establish?
- A
The project is certain to earn a profit and its projected cash flows will occur as estimated.
- B
At the chosen discount rate, projected inflows exceed relevant outflows in present-value terms, but this does not guarantee project success or that cash flows will occur as estimated.
- C
The project has no costs beyond its initial investment, although its future cash flows are uncertain.
- D
The project will earn more than the chosen discount rate regardless of its actual cash flows.
You invest $1,000 at 10% per year, compounded annually, for 2 years. What is the future value?
A saver deposits $1,000 at the end of each year for 3 years and earns 5% annually. Approximately how much will the account contain immediately after the third deposit?
- A
About $3,152.50
- B
About $3,000.00
- C
About $3,307.63
- D
About $3,150.00