Eads Industrial Systems Company (EISC) is trying to decide between two different
ID: 2720119 • Letter: E
Question
Eads Industrial Systems Company (EISC) is trying to decide between two different conveyor belt systems. System A costs $427,000, has a 6-year life, and requires $115,000 in pretax annual operating costs. System B costs $502,000, has an 8-year life, and requires $79,000 in pretax annual operating costs. Both systems are to be depreciated straight-line to zero over their lives and will have a zero salvage value. Whichever system is chosen, it will not be replaced when it wears out. The tax rate is 33 percent and the discount rate is 24 percent. Which system should the firm choose and why?
A; The net present value is -$588,792.
A; The net present value is -$314,216.
B; The net present value is $308,222.
B: The net present value is -$612,240.
A; The net present value is $211,516.
Explanation / Answer
System A
Initial investment= 427000
Depreciation = (Cost of asset – salvage value)/ life
= (427000-0)/6
=71,167
Depreciation tax shield = Depreciation x tax rate
= 71,167 x 33%
= 23485
After tax annual operating cost = 115,000 x( 1-0.33)
= 77,050
Annual cash flow = Depreciation tax shield - After tax annual operating cost
= 23485 – 77,050
= -53,565
NPV = Annual cash flow x PVIFA(6,24%) - Initial investment
= -53,565 x 3.0205 – 427000
= -588792
System B
Initial investment= 502000
Depreciation = (Cost of asset – salvage value)/ life
= (502000-0)/8
=62,750
Depreciation tax shield = Depreciation x tax rate
= 62,750 x 33%
= 20,707.50
After tax annual operating cost = 79000 x( 1-0.33)
= 52930
Annual cash flow = Depreciation tax shield - After tax annual operating cost
= 20,707.5 – 52930
= -32,222.50
NPV = Annual cash flow x PVIFA(8,24%) - Initial investment
= -32,222.50 x 3.4212 – 502,000
= -612240
Project A should be accepted as it has higher NPV.
Hence option A; The net present value is -$588,792 is correct.
Related Questions
drjack9650@gmail.com
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.