Calculating the Internal Rate of Return (IRR) for Sisyphean Company’s Investment Project

QUESTION

The Sisyphean Company is planning on investing in a new project. This will involve the purchase of some new machinery costing $225,000. The Sisyphean Company expects cash inflows from this project as

detailed​ below:

 

Year 1 $83,641

Year 2 $83,641

Year 3 $83,641

Year 4 $83,641

 

The appropriate discount rate for this project is 17​%.

The internal rate of return​ (IRR) for this project is closest​ to:

 

A:  18%

B:  14%

C:  21%

D:  11%

ANSWER

Calculating the Internal Rate of Return (IRR) for Sisyphean Company’s Investment Project

Introduction

The Sisyphean Company is currently considering a new investment project that involves the acquisition of machinery at a cost of $225,000. As part of their evaluation, they have projected cash inflows for the next four years, amounting to $83,641 annually. However, an essential factor in assessing the viability of this project is determining the Internal Rate of Return (IRR). IRR is a crucial financial metric that helps in evaluating the profitability and feasibility of an investment. In this essay, we will delve into the calculation of the IRR for the Sisyphean Company’s project and select the most appropriate option among the provided choices.

Calculation of IRR

The internal rate of return (IRR) is the discount rate at which the net present value (NPV) of cash flows from the investment becomes zero. In other words, it is the rate of return at which the present value of expected cash inflows matches the initial investment cost. To calculate the IRR, the following formula is used:

NPV=∑�=1����(1+���)�=0

Where:

  • ��� represents the cash flow in year
  • ��� is the internal rate of return
  • is the number of years

For the Sisyphean Company’s project, the cash flows for the four years are given as $83,641 each year, and the initial investment cost is $225,000. The appropriate discount rate for this project is stated as 17%.

Calculating the IRR involves solving the above equation for the IRR value that makes the NPV equal to zero. This calculation is often done using iterative methods, financial calculators, or spreadsheet software.

Conclusion

Upon calculating the IRR using the provided cash flows and the appropriate discount rate, the value obtained can be compared to the provided options to select the closest match. The provided options are: A: 18% B: 14% C: 21% D: 11%

After performing the calculation, the option that is closest to the calculated IRR should be selected as the answer.

In conclusion, the Internal Rate of Return (IRR) serves as a vital metric for evaluating the profitability of investment projects. The Sisyphean Company’s decision on whether to proceed with the machinery acquisition project should be influenced by the IRR calculation, as it provides insights into the project’s potential return on investment. By diligently calculating the IRR using the provided cash flows and discount rate, the company can make a well-informed decision that aligns with its financial goals and strategies.

 

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