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Please answer exercises 12-27A, 12-28A, and 12-29A E12-27A Calculate NPV-equal annual cash inflows (Learning Objective 4) Use the NPV method to determine whether Vargas Products

Please answer exercises 12-27A, 12-28A, and 12-29A
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E12-27A Calculate NPV-equal annual cash inflows (Learning Objective 4) Use the NPV method to determine whether Vargas Products should invest in the follo ing projects: Project A costs $280,000 and offers eight annual net cash inflows of $56,000. Vare Products requires an annual return of 16% on projects like A Project B costs $380,000 and offers nine annual net cash inflows of $74,000. Vargas Products demands an annual return of 12% on investments of this nature. Requirement What is the NPV of each project? What is the maximum acceptable price to pay for each project? E12-28A Calculate IRR-equal cash inflows (Learning Objective 4) Refer to Vargas Products in E12-27A. Compute the IRR of each project and use this infor- mation to identify the better investment. E12-29A Calculate NPV-unequal cash flows (Learning Objective 4) Walker Industries is deciding whether to automate one phase of its production process. The manufacturing equipment has a six-year life and will cost $905,000. Projected net cash inflows are as follows: .......... Year 1............. Year 2... Year 3..... Year 4... Year 5.... Year 6............ $262,000 $255,000 $224,000 $210,000 $204,000 $173,000 Requirements 1. Compute this project's NPV using Walker Industries' 14% hurdle rate. Should the company invest in the equipment? Why or why not? 2. Walker Industries could refurbish the equipment at the end of six years for $105,000. The refurbished equipment could be used one more year, providing $72,000 of net cash inflows in Year 7. In addition, the refurbished equipment would have a $55,000 residual value at the end of Year 7. Should Walker Industries invest in the equipment and refurbish it after six years? Why or why not? (Hint: In addition to your answer to Requirement 1, discount the additional cash outflow and inflows back to the present value.)

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