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Most Company has an opportunity to invest in one of two new
projects. Project Y requires a $340,000 investment for new
machinery with a six-year life and no salvage value. Project Z
requires a $340,000 investment for new machinery with a five-year
life and no salvage value. The two projects yield the following
predicted annual results. The company uses straight-line
depreciation, and cash flows occur evenly throughout each year. (PV
of $1, FV of $1, PVA of $1, and FVA of $1) (Use
appropriate factor(s) from the tables
provided.)
Project Y | Project Z | |||||||
Sales | $ | 385,000 | $ | 308,000 | ||||
Expenses | ||||||||
Direct materials | 53,900 | 38,500 | ||||||
Direct labor | 77,000 | 46,200 | ||||||
Overhead including depreciation | 138,600 | 138,600 | ||||||
Selling and administrative expenses | 28,000 | 27,000 | ||||||
Total expenses | 297,500 | 250,300 | ||||||
Pretax income | 87,500 | 57,700 | ||||||
Income taxes (26%) | 22,750 | 15,002 | ||||||
Net income | $ | 64,750 | $ | 42,698 |
2. Determine each project’s payback period.
|
Payback period = Project Investment / Net operating Cash flow per year | |||||||||||
Payback period for Project Y = $3,40,000 / $1,21,417 = 2.80 Years | |||||||||||
Payback period for Project Z = $3,40,000 / $1,10,698 = 3.07 Years | |||||||||||
Working | |||||||||||
Depreciation of Project Y using straight line method = (Cost - salvage value)/useful life = ($340000-$0)/6 years = $56,667 | |||||||||||
Depreciation of Project Z using straight line method = (Cost - salvage value)/useful life = ($340000-$0)/5 years = $68,000 | |||||||||||
Net Operating cash flow per year of Project Y = Net Income + Depreciation = $64,750 + $56,667 = $1,21,417 | |||||||||||
Net Operating cash flow per year of Project Z = Net Income + Depreciation = $42,698 + $68,000 = $1,10,698 | |||||||||||
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