Quail Company is considering buying a food truck that will yield net cash inflows of $13,800 per year for seven years. The truck costs $40,000 and has an estimated $6,300 salvage value at the end of the seventh year. (PV of $1. EV of $1. PVA of $1, and EVA of S1) (Use appropriate factor(s) from the tables provided. Enter negative net present values, if any, as negative values. Round your present value factor to 4 decimals.) What is the net present value of this investment assuming a required 12% return? Years 1-7 Totals Net present value Net Cash Flows x PV Factor Present Value of Net Cash Flows $ 0 0

Essentials Of Investments
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ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
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Chapter1: Investments: Background And Issues
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**Net Present Value Calculation for Investment**

Quail Company is considering the purchase of a food truck, which is expected to generate net cash inflows of $13,800 annually over a period of seven years. The initial cost of the truck is $40,000, and it is projected to have a salvage value of $6,300 at the end of the seventh year. To evaluate this investment, we need to calculate the net present value (NPV), assuming a required return rate of 12%.

The following information and factors should be utilized for the calculation: 
- Present Value of $1 (PV of $1)
- Present Value of an Ordinary Annuity of $1 (PVA of $1)
- Future Value of $1 (FVA of $1)

For accuracy, use the respective factors from the tables provided and round the present value factor to 4 decimal places. 

### Net Present Value Calculation Table

| Period    | Net Cash Flows | x PV Factor | Present Value of Net Cash Flows |
|-----------|----------------|-------------|----------------------------------|
| Years 1-7 |                |             | $                                |
| Totals    |                |             | $                                |
| Net present value |     |            | $                                |

**Graph Explanation:**
- **Net Cash Flows (Years 1-7):** This row represents the annual net cash inflows of $13,800 for each of the seven years.
- **PV Factor:** Use the appropriate present value factor for a 12% return rate, taken from the interest rate tables.
- **Present Value of Net Cash Flows:** Multiply the annual net cash flows by the PV factor to find the present value for the respective periods.

**Calculation Steps:**
1. Calculate the present value of the annual net cash inflows by multiplying $13,800 by the sum of the present value factors for years 1 through 7 at an interest rate of 12%.
2. Calculate the present value of the salvage value ($6,300 at the end of year 7) using the PV of $1 factor for 12% over seven years.
3. Sum these values to get the total present value of net cash flows.
4. Subtract the initial cost of the truck ($40,000) from the total present value of net cash flows to find the net present value.

**Net Present Value (NPV):**
The NPV will determine
Transcribed Image Text:**Net Present Value Calculation for Investment** Quail Company is considering the purchase of a food truck, which is expected to generate net cash inflows of $13,800 annually over a period of seven years. The initial cost of the truck is $40,000, and it is projected to have a salvage value of $6,300 at the end of the seventh year. To evaluate this investment, we need to calculate the net present value (NPV), assuming a required return rate of 12%. The following information and factors should be utilized for the calculation: - Present Value of $1 (PV of $1) - Present Value of an Ordinary Annuity of $1 (PVA of $1) - Future Value of $1 (FVA of $1) For accuracy, use the respective factors from the tables provided and round the present value factor to 4 decimal places. ### Net Present Value Calculation Table | Period | Net Cash Flows | x PV Factor | Present Value of Net Cash Flows | |-----------|----------------|-------------|----------------------------------| | Years 1-7 | | | $ | | Totals | | | $ | | Net present value | | | $ | **Graph Explanation:** - **Net Cash Flows (Years 1-7):** This row represents the annual net cash inflows of $13,800 for each of the seven years. - **PV Factor:** Use the appropriate present value factor for a 12% return rate, taken from the interest rate tables. - **Present Value of Net Cash Flows:** Multiply the annual net cash flows by the PV factor to find the present value for the respective periods. **Calculation Steps:** 1. Calculate the present value of the annual net cash inflows by multiplying $13,800 by the sum of the present value factors for years 1 through 7 at an interest rate of 12%. 2. Calculate the present value of the salvage value ($6,300 at the end of year 7) using the PV of $1 factor for 12% over seven years. 3. Sum these values to get the total present value of net cash flows. 4. Subtract the initial cost of the truck ($40,000) from the total present value of net cash flows to find the net present value. **Net Present Value (NPV):** The NPV will determine
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