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Assessment 9: Making the Right Decision Worksheet Problems 14 Input values Complete problems 14 based on the following scenario. Megacorp needs to decide which of

Assessment 9: Making the Right Decision Worksheet
Problems 14
Input values
Complete problems 14 based on the following scenario.
Megacorp needs to decide which of two new projects to invest in. Company name Megacorp
Project A is an investment in new machinery that will cost $750,000 Tax rate 30%
and has a four-year life with no salvage value. Discount rate 6%
Project B is an investment in new machinery that will cost $750,000 Project A Project B
and has a three-year life with no salvage value. Investment $ 750,000 $ 750,000
Using straight-line depreciation, Megacorp predicts that the two projects Life of machinery (in years) 4 3
will yield the following annual results, with cash flows occurring evenly four three
throughout the year. Salvage value $0 $0
Predicted Annual Results Predicted Annual Results
Project A ($) Project B ($) Project A ($) Project B ($)
Sales 700,000 560,000 Sales 700,000 560,000
Expenses: Direct materials 98,000 70,000 Expenses: Direct materials 98,000 70,000
Direct labor 140,000 84,000 Direct labor 140,000 84,000
Overhead including depreciation 252,000 252,000 Overhead including depreciation 252,000 252,000
Selling and administrative expenses 50,000 50,000 Selling and administrative expenses 50,000 50,000
Total expenses 540,000 456,000 Total expenses 540,000 456,000
Pretax income 160,000 104,000 Pretax income 160,000 104,000
Income taxes (30%) 48,000 31,200 Income taxes (30%) 48,000 31,200
Net income 112,000 72,800 Net income 112,000 72,800
Complete the problems below. Add answers in this template and show your work. Present value of $1 at 6% annuity for 4 years 3.4651
Present value of $1 at 6% annuity for 3 years 2.6730
Problem 1 Compute the annual expected net cash flows for each project.
Problem 2 Determine the payback period for each project.
Problem 3 Compute the accounting rate of return for each project.
Problem 4 Determine the net present value using 6% as the discount rate

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