Chambers Company is contemplating a 2-year capital project that will generate net annual cash flows of $48,000. The project's internal rate of return factor is equal to 1.690 and its profitability index is 1.45. What is the initial capital investment associated with this project? $28,402 $69,600 $33,103 O $81,120

Essentials Of Investments
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Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
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**Chambers Company Capital Project Analysis**

Chambers Company is considering a 2-year capital project that is expected to generate net annual cash flows of $48,000. The project's internal rate of return factor is 1.690, and its profitability index is 1.45. The question is: What is the initial capital investment associated with this project?

**Options:**
- $28,402
- $69,600
- $33,103
- $81,120

To solve this, use the profitability index formula:

\[ \text{Profitability Index} = \frac{\text{Net Present Value of Cash Flows}}{\text{Initial Investment}} \]

Given:
- Profitability Index = 1.45
- Net Present Value of Cash Flows = $48,000 \times 1.690 per year

Calculate the initial investment by rearranging the formula:

\[ \text{Initial Investment} = \frac{\text{Net Present Value of Cash Flows}}{\text{Profitability Index}} \]
Transcribed Image Text:**Chambers Company Capital Project Analysis** Chambers Company is considering a 2-year capital project that is expected to generate net annual cash flows of $48,000. The project's internal rate of return factor is 1.690, and its profitability index is 1.45. The question is: What is the initial capital investment associated with this project? **Options:** - $28,402 - $69,600 - $33,103 - $81,120 To solve this, use the profitability index formula: \[ \text{Profitability Index} = \frac{\text{Net Present Value of Cash Flows}}{\text{Initial Investment}} \] Given: - Profitability Index = 1.45 - Net Present Value of Cash Flows = $48,000 \times 1.690 per year Calculate the initial investment by rearranging the formula: \[ \text{Initial Investment} = \frac{\text{Net Present Value of Cash Flows}}{\text{Profitability Index}} \]
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