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Time Value of Money Quiz

Total questions: 21

Worksheet time: 11mins

Name
Class
Date
1.

What is the first step in time value analysis?

a)

Determining cash flows

b)

Setting up a timeline

c)

Calculating future value

d)

Finding present value

2.

What does PV stand for in financial terms?

a)

Potential Value

b)

Past Value

c)

Projected Value

d)

Present Value

3.

What is the formula for Future Value (FV)?

a)

FV = PV(1 + I)^N

b)

FV = PV - I * N

c)

FV = PV + I * N

d)

FV = I / PV

4.

What is the interest rate used in the example provided?

a)

7%

b)

10%

c)

5%

d)

3%

5.

What is compounding?

a)

Calculating present value

b)

Increasing the value of an asset due to interest

c)

Decreasing the value of an asset

d)

Finding cash flows

6.

What is an annuity?

a)

A series of equal payments at fixed intervals

b)

A loan with variable payments

c)

A one-time payment

d)

A type of investment

7.

What is the future value of an ordinary annuity formula?

a)

FVA = PMT * I * N

b)

FVA = PMT - I

c)

FVA = PMT[(1 + I)^N - 1] / I

d)

FVA = PMT + I

8.

What is the present value of a perpetuity formula?

a)

PV = PMT / I

b)

PV = PMT * I

c)

PV = PMT + I

d)

PV = PMT - I

9.

What does CF represent in financial terms?

a)

Cost Factor

b)

Credit Facility

c)

Capital Fund

d)

Cash Flow

10.

What is the total interest earned in the example?

a)

P50.00

b)

P200.00

c)

P157.63

d)

P100.00

11.

What is the difference between an ordinary annuity and an annuity due?

a)

Timing of payments

b)

Amount of payments

c)

Interest rates

d)

Duration of payments

12.

What is the effective annual rate (EAR)?

a)

The rate of return on investments

b)

The rate charged by lenders

c)

The rate that produces the same future value as annual compounding

d)

The nominal rate of interest

13.

What is the formula for calculating present value?

a)

PV = FV + I

b)

PV = FV - I

c)

PV = FV * (1 + I)^N

d)

PV = FV / (1 + I)^N

14.

What is the primary use of timelines in financial analysis?

a)

To analyze stock prices

b)

To determine loan amounts

c)

To calculate interest rates

d)

To visualize cash flows

15.

What is the cash flow at Time 0 in the example?

a)

P1,000

b)

P1,157.63

c)

P50

d)

P0

16.

What is the opportunity cost in the context of the example?

a)

The interest rate on alternative investments

b)

The total cash flow

c)

The present value of cash flows

d)

The future value of cash flows

17.

What is the formula for calculating the future value of uneven cash flows?

a)

FV = CF1 / (1 + I)^N

b)

FV = CF1(1 + I)^1 + CF2(1 + I)^2 + ... + CFN(1 + I)^N

c)

FV = CF1 + CF2 + ... + CFN

d)

FV = CF1 - CF2

18.

What is the primary characteristic of a perpetuity?

a)

Payments continue indefinitely

b)

Payments are made for a fixed term

c)

Payments are variable

d)

Payments are made annually

19.

What is the formula for calculating the present value of an annuity?

a)

PV = PMT * [(1 - (1 + I)^-N) / I]

b)

PV = PMT / I

c)

PV = PMT * (1 + I)^N

d)

PV = PMT - I

20.

What is the primary purpose of discounting cash flows?

a)

To calculate interest rates

b)

To analyze stock performance

c)

To assess the present value of future cash flows

d)

To determine the future value of investments

21.

What is the term for the rate at which money can grow over time?

a)

Discount Rate

b)

Growth Rate

c)

Effective Rate

d)

Nominal Rate