Adequate information: Discount rate= 15% Initial investment of Project NP-30 = $735,000 Cash flow per year from Project NP-30 for next 5 years = $239,000 Initial investment of Project NX-20 = $460,000 Cash flow from Project NX-20 at Year 1= $130,000 Cash flow from Project NX-20 at Year 2 = $143,000 Cash flow from Project NX-20 at Year 3 = $157,300 Cash flow from Project NX-20 at Year 4 = $173,030 Cash flow from Project NX-20 at Year 5 = $190,333 To compute: Payback period, IRR , PI, and NPV of both the projects and their implications. Introduction: IRR is the rate that produces zero NPV, that is, the present value of aggregate cash inflows is the same as the present value of aggregate cash outflows. It is also known as the economic rate of return .

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Answer 1

Question

Chapter 5, Problem 19QAP

Summary Introduction

Adequate information:

Discount rate= 15%

Initial investment of Project NP-30 = $735,000

Cash flow per year from Project NP-30 for next 5 years = $239,000

Initial investment of Project NX-20 = $460,000

Cash flow from Project NX-20 at Year 1= $130,000

Cash flow from Project NX-20 at Year 2 = $143,000

Cash flow from Project NX-20 at Year 3 = $157,300

Cash flow from Project NX-20 at Year 4 = $173,030

Cash flow from Project NX-20 at Year 5 = $190,333

To compute: Payback period, IRR, PI, and NPV of both the projects and their implications.

Introduction: IRR is the rate that produces zero NPV, that is, the present value of aggregate cash inflows is the same as the present value of aggregate cash outflows. It is also known as the economic rate of return.

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Answer 2

Question

Chapter 5, Problem 19QAP

Summary Introduction

Adequate information:

Discount rate= 15%

Initial investment of Project NP-30 = $735,000

Cash flow per year from Project NP-30 for next 5 years = $239,000

Initial investment of Project NX-20 = $460,000

Cash flow from Project NX-20 at Year 1= $130,000

Cash flow from Project NX-20 at Year 2 = $143,000

Cash flow from Project NX-20 at Year 3 = $157,300

Cash flow from Project NX-20 at Year 4 = $173,030

Cash flow from Project NX-20 at Year 5 = $190,333

To compute: Payback period, IRR, PI, and NPV of both the projects and their implications.

Introduction: IRR is the rate that produces zero NPV, that is, the present value of aggregate cash inflows is the same as the present value of aggregate cash outflows. It is also known as the economic rate of return.

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Answer 3

Question

Chapter 5, Problem 19QAP

Summary Introduction

Adequate information:

Discount rate= 15%

Initial investment of Project NP-30 = $735,000

Cash flow per year from Project NP-30 for next 5 years = $239,000

Initial investment of Project NX-20 = $460,000

Cash flow from Project NX-20 at Year 1= $130,000

Cash flow from Project NX-20 at Year 2 = $143,000

Cash flow from Project NX-20 at Year 3 = $157,300

Cash flow from Project NX-20 at Year 4 = $173,030

Cash flow from Project NX-20 at Year 5 = $190,333

To compute: Payback period, IRR, PI, and NPV of both the projects and their implications.

Introduction: IRR is the rate that produces zero NPV, that is, the present value of aggregate cash inflows is the same as the present value of aggregate cash outflows. It is also known as the economic rate of return.

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Answer 4

Question

Chapter 5, Problem 19QAP

Summary Introduction

Adequate information:

Discount rate= 15%

Initial investment of Project NP-30 = $735,000

Cash flow per year from Project NP-30 for next 5 years = $239,000

Initial investment of Project NX-20 = $460,000

Cash flow from Project NX-20 at Year 1= $130,000

Cash flow from Project NX-20 at Year 2 = $143,000

Cash flow from Project NX-20 at Year 3 = $157,300

Cash flow from Project NX-20 at Year 4 = $173,030

Cash flow from Project NX-20 at Year 5 = $190,333

To compute: Payback period, IRR, PI, and NPV of both the projects and their implications.

Introduction: IRR is the rate that produces zero NPV, that is, the present value of aggregate cash inflows is the same as the present value of aggregate cash outflows. It is also known as the economic rate of return.

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Answer 5

Chapter 5, Problem 19QAP

Summary Introduction

Adequate information:

Discount rate= 15%

Initial investment of Project NP-30 = $735,000

Cash flow per year from Project NP-30 for next 5 years = $239,000

Initial investment of Project NX-20 = $460,000

Cash flow from Project NX-20 at Year 1= $130,000

Cash flow from Project NX-20 at Year 2 = $143,000

Cash flow from Project NX-20 at Year 3 = $157,300

Cash flow from Project NX-20 at Year 4 = $173,030

Cash flow from Project NX-20 at Year 5 = $190,333

To compute: Payback period, IRR, PI, and NPV of both the projects and their implications.

Introduction: IRR is the rate that produces zero NPV, that is, the present value of aggregate cash inflows is the same as the present value of aggregate cash outflows. It is also known as the economic rate of return.

Answer 6

Chapter 5, Problem 19QAP

Summary Introduction

Adequate information:

Discount rate= 15%

Initial investment of Project NP-30 = $735,000

Cash flow per year from Project NP-30 for next 5 years = $239,000

Initial investment of Project NX-20 = $460,000

Cash flow from Project NX-20 at Year 1= $130,000

Cash flow from Project NX-20 at Year 2 = $143,000

Cash flow from Project NX-20 at Year 3 = $157,300

Cash flow from Project NX-20 at Year 4 = $173,030

Cash flow from Project NX-20 at Year 5 = $190,333

To compute: Payback period, IRR, PI, and NPV of both the projects and their implications.

Introduction: IRR is the rate that produces zero NPV, that is, the present value of aggregate cash inflows is the same as the present value of aggregate cash outflows. It is also known as the economic rate of return.

Answer 7

Chapter 5, Problem 19QAP

Summary Introduction

Adequate information:

Discount rate= 15%

Initial investment of Project NP-30 = $735,000

Cash flow per year from Project NP-30 for next 5 years = $239,000

Initial investment of Project NX-20 = $460,000

Cash flow from Project NX-20 at Year 1= $130,000

Cash flow from Project NX-20 at Year 2 = $143,000

Cash flow from Project NX-20 at Year 3 = $157,300

Cash flow from Project NX-20 at Year 4 = $173,030

Cash flow from Project NX-20 at Year 5 = $190,333

To compute: Payback period, IRR, PI, and NPV of both the projects and their implications.

Introduction: IRR is the rate that produces zero NPV, that is, the present value of aggregate cash inflows is the same as the present value of aggregate cash outflows. It is also known as the economic rate of return.

Answer 8

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Answer 9

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Answer 10

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Answer 11

Ch. 5 - Payback Period and Net Present Value If a project...Ch. 5 - Net Present Value Suppose a project has...Ch. 5 - Comparing Investment Criteria Define each of the...Ch. 5 - Payback and Internal Rate of Return A project has...Ch. 5 - Prob. 5CQ Ch. 5 - Capital Budgeting Problems What are some of the...Ch. 5 - Prob. 7CQ Ch. 5 - Prob. 8CQ Ch. 5 - Net Present Value versus Profitability Index...Ch. 5 - Internal Rate of Return Projects A and B have the...

Solution Summary: The author calculates the payback period, IRR, PI, and NPV of both the projects and their implications.

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Chapter 5 Solutions