The Sorensen Supplies Company recently purchased a new delivery truck. The initial cash outflow for the new truck is $24,000, and it is expected to generate after-tax cash flows of $6,575 per year. The truck has a 5-year expected life. The expected year-end abandonment values (after-tax salvage values) for the truck are given below. The company's WACC is 8%.
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a).
We need to calculate NPV at the end of each year.
NPV at the end of Year 1= -24000+6575/1.08+19000/1.08= -$319.44
NPV at the end of Year 2= -24000+6575/1.08+6575/1.08^2+16500/1.08^2= $1871.06
NPV at the end of Year 3= -24000+6575/1.08+6575/1.08^2+6575/1.08^3+12500/1.08^3= $2867.32
NPV at the end of Year 4= -24000+6575/1.08+6575/1.08^2+6575/1.08^3+6575/1.08^4+8500/1.08^4= $4024.99
NPV at the end of Year 5= -24000+6575/1.08+6575/1.08^2+6575/1.08^3+6575/1.08^4+6575/1.08^5+0/1.08^5= $2252.07
So, the truck's optimal economic life is until 4 years.
b).
No.
The abandonment option value will only increase the expected NPV and IRR, because the lowest value that an option will have is $0. (when we choose not to exercise the option).
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