The rue of net present value . Introduction: Capital budgeting is the procedure of allocating money to projects that are worthy. The main aim is to increase the wealth of the shareholders. Net Present Value: Net present value: is the difference between the market value of investment and the cost of the investment.

Question

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Answer 1

Question

Chapter 9, Problem 9.1CTF

Summary Introduction

To determine: The rue of net present value.

Introduction:

Capital budgeting is the procedure of allocating money to projects that are worthy. The main aim is to increase the wealth of the shareholders.

Net Present Value:

Net present value: is the difference between the market value of investment and the cost of the investment.

Expert Solution & Answer

Answer to Problem 9.1CTF

As per the rule of NPV, a project can be accepted if its NPV is positive.

Explanation of Solution

The rule of net present value is as follows:

If the computed net present value is positive, then the investment must be accepted.
If the computed net present value is negative, then the investment must be rejected.

Hence, a project can be accepted if its NPV is positive.

Conclusion

The computation of net present value is used to assess the investment, which, in turn, is utilized to identify the profitability in a proposed investment.

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Answer 2

Question

Chapter 9, Problem 9.1CTF

Summary Introduction

To determine: The rue of net present value.

Introduction:

Capital budgeting is the procedure of allocating money to projects that are worthy. The main aim is to increase the wealth of the shareholders.

Net Present Value:

Net present value: is the difference between the market value of investment and the cost of the investment.

Expert Solution & Answer

Answer to Problem 9.1CTF

As per the rule of NPV, a project can be accepted if its NPV is positive.

Explanation of Solution

The rule of net present value is as follows:

If the computed net present value is positive, then the investment must be accepted.
If the computed net present value is negative, then the investment must be rejected.

Hence, a project can be accepted if its NPV is positive.

Conclusion

The computation of net present value is used to assess the investment, which, in turn, is utilized to identify the profitability in a proposed investment.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 3

Question

Chapter 9, Problem 9.1CTF

Summary Introduction

To determine: The rue of net present value.

Introduction:

Capital budgeting is the procedure of allocating money to projects that are worthy. The main aim is to increase the wealth of the shareholders.

Net Present Value:

Net present value: is the difference between the market value of investment and the cost of the investment.

Expert Solution & Answer

Answer to Problem 9.1CTF

As per the rule of NPV, a project can be accepted if its NPV is positive.

Explanation of Solution

The rule of net present value is as follows:

If the computed net present value is positive, then the investment must be accepted.
If the computed net present value is negative, then the investment must be rejected.

Hence, a project can be accepted if its NPV is positive.

Conclusion

The computation of net present value is used to assess the investment, which, in turn, is utilized to identify the profitability in a proposed investment.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 4

Question

Chapter 9, Problem 9.1CTF

Summary Introduction

To determine: The rue of net present value.

Introduction:

Capital budgeting is the procedure of allocating money to projects that are worthy. The main aim is to increase the wealth of the shareholders.

Net Present Value:

Net present value: is the difference between the market value of investment and the cost of the investment.

Expert Solution & Answer

Answer to Problem 9.1CTF

As per the rule of NPV, a project can be accepted if its NPV is positive.

Explanation of Solution

The rule of net present value is as follows:

If the computed net present value is positive, then the investment must be accepted.
If the computed net present value is negative, then the investment must be rejected.

Hence, a project can be accepted if its NPV is positive.

Conclusion

The computation of net present value is used to assess the investment, which, in turn, is utilized to identify the profitability in a proposed investment.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Chapter 9, Problem 9.1CTF

Summary Introduction

To determine: The rue of net present value.

Introduction:

Capital budgeting is the procedure of allocating money to projects that are worthy. The main aim is to increase the wealth of the shareholders.

Net Present Value:

Net present value: is the difference between the market value of investment and the cost of the investment.

Expert Solution & Answer

Answer to Problem 9.1CTF

As per the rule of NPV, a project can be accepted if its NPV is positive.

Explanation of Solution

The rule of net present value is as follows:

If the computed net present value is positive, then the investment must be accepted.
If the computed net present value is negative, then the investment must be rejected.

Hence, a project can be accepted if its NPV is positive.

Conclusion

The computation of net present value is used to assess the investment, which, in turn, is utilized to identify the profitability in a proposed investment.

Answer 6

Chapter 9, Problem 9.1CTF

Summary Introduction

To determine: The rue of net present value.

Introduction:

Capital budgeting is the procedure of allocating money to projects that are worthy. The main aim is to increase the wealth of the shareholders.

Net Present Value:

Net present value: is the difference between the market value of investment and the cost of the investment.

Expert Solution & Answer

Answer to Problem 9.1CTF

As per the rule of NPV, a project can be accepted if its NPV is positive.

Explanation of Solution

The rule of net present value is as follows:

If the computed net present value is positive, then the investment must be accepted.
If the computed net present value is negative, then the investment must be rejected.

Hence, a project can be accepted if its NPV is positive.

Conclusion

The computation of net present value is used to assess the investment, which, in turn, is utilized to identify the profitability in a proposed investment.

Answer 7

Chapter 9, Problem 9.1CTF

Summary Introduction

To determine: The rue of net present value.

Introduction:

Capital budgeting is the procedure of allocating money to projects that are worthy. The main aim is to increase the wealth of the shareholders.

Net Present Value:

Net present value: is the difference between the market value of investment and the cost of the investment.

Answer 8

Expert Solution & Answer

Answer to Problem 9.1CTF

As per the rule of NPV, a project can be accepted if its NPV is positive.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Explanation of Solution

The rule of net present value is as follows:

If the computed net present value is positive, then the investment must be accepted.
If the computed net present value is negative, then the investment must be rejected.

Hence, a project can be accepted if its NPV is positive.

Answer 12

Conclusion

The computation of net present value is used to assess the investment, which, in turn, is utilized to identify the profitability in a proposed investment.

Answer 13

Ch. 9.1 - Prob. 9.1ACQ Ch. 9.1 - Prob. 9.1BCQ Ch. 9.2 - Prob. 9.2ACQ Ch. 9.2 - Why do we say that the payback period is, in a...Ch. 9.3 - Prob. 9.3ACQ Ch. 9.3 - What advantage(s) does the discounted payback have...Ch. 9.4 - What is an average accounting rate of return...Ch. 9.4 - What are the weaknesses of the AAR rule?Ch. 9.5 - Prob. 9.5ACQ Ch. 9.5 - Is it generally true that an advantage of the IRR...

Answer to Problem 9.1CTF

Explanation of Solution

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Chapter 9 Solutions