To rank: The alternatives from the most valuable to least valuable if the rate of interest is 10% for a year. Introduction: The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

Question

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Answer 1

Question

Chapter 4, Problem 6P

a)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 10% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

b)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 5% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

c)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 20% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

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Suppose you invest $3,000 today and receive $10,000 in 25 years. a. What is the internal rate of return (IRR) of this opportunity? b. Suppose another investment opportunity also requires $3,000 upfront, but pays an equal amount at the end of each year for the next 25 years. If this investment has the same IRR as the first one, what is the amount you will receive each year? a. What is the internal rate of return (IRR) of this opportunity? The IRR of this opportunity is%. (Round to two decimal places.) b. Suppose another investment opportunity also requires $3,000 upfront, but pays an equal amount at the end of each year for the next 25 years. If this investment has the same IRR as the first one, what is the amount you will receive each year? The periodic payment that gives the same IRR is $ (Round to the nearest cent.)

1. If you receive $29 each quarter for 19 years and the discount rate is 0.05, what is the present value? (show the process and can use financial calculator)

1. If you receive $176 each month for 12 months and the discount rate is 0.04, what is the future value? (show the process and can use financial calculator)

Answer 2

Question

Chapter 4, Problem 6P

a)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 10% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

b)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 5% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

c)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 20% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

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Answer 3

Question

Chapter 4, Problem 6P

a)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 10% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

b)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 5% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

c)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 20% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

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Answer 4

Question

Chapter 4, Problem 6P

a)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 10% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

b)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 5% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

c)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 20% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

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Answer 5

Chapter 4, Problem 6P

a)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 10% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

b)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 5% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

c)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 20% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

Answer 6

Chapter 4, Problem 6P

a)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 10% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

Answer 7

Chapter 4, Problem 6P

a)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 10% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

Answer 8

b)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 5% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

Answer 9

b)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 5% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

Answer 10

c)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 20% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

Answer 11

c)

Summary Introduction

To rank: The alternatives from the most valuable to least valuable if the rate of interest is 20% for a year.

Introduction:

The present value is an amount that an individual has to make for an investment at present in order to generate the cash flow in future. The present value of the cash flows can be computed by adding the cash flow of every stream.

Answer 12

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Answer 13

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Answer 14

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Answer 15

Ch. 4.1 - Prob. 1CC Ch. 4.1 - Prob. 2CC Ch. 4.2 - Prob. 1CC Ch. 4.2 - Prob. 2CC Ch. 4.2 - Prob. 3CC Ch. 4.3 - Prob. 1CC Ch. 4.3 - Prob. 2CC Ch. 4.4 - Prob. 1CC Ch. 4.4 - What benefit does a firm receive when it accepts a...Ch. 4.5 - How do you calculate the present value of a a....

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Chapter 4 Solutions