Question

In: Accounting

A contractor is considering the following three alternatives: Purchase a new computer system for $15,000. The...

A contractor is considering the following three alternatives:

Purchase a new computer system for $15,000. The system is expected to last six years with a salvage value of $1,000.

Lease a computer system for 6 years for $3,000 per year payable at the beginning of each year.

Purchase a used computer system for $8,200. The system is expected to last 3 years with zero salvage value.

Draw cash flow diagrams for each alternative for this problem. For part c., assume that the purchase price of a used computer system will remain the same over the next six years. Which is the best choice using an annual return value of 7%? Which is the best choice for an annual return value of 10%?

Solutions

Expert Solution

To determine the best alternative, we must calculate net present value of each option. Since these are costs, the alternative with the lowest NPV should be selected.

Best alternative at 7% return rate:

Alternative 1: Purchase a new computer system for $15,000

NPV = [(Cash flow1)/(1+r)1] + [(Cash flow2)/(1+r)2] + [(Cash flow3)/(1+r)3]…..+ [(Cash flown)/(1+r)n] – [Salvage Value / (1+r)n]

NPV = -$15,000 + {$1,000/(1+0.07)6} = -$14,333.66

Alternative 2: Lease a computer system for 6 years for $3,000 per year payable at the beginning of each year

NPV = -$3,000 + {-$3,000/(1.07)} + {-$3,000/(1.07)2} + {-$3,000/(1.07)3} + {-$3,000/(1.07)4} + {-$3,000/(1.07)5} = -$15,300.60

Alternative 3: Purchase a used computer system for $8,200. The system is expected to last 3 years with zero salvage value

NPV = -$8,200 + {-$8,200/(1.07)3} = -$14,893.64

At 7% rate of return, alternative 1 has the lowest cost in terms of NPV, so it should be selected.

Best alternative at 10% return rate:

Alternative 1: Purchase a new computer system for $15,000

NPV = -$15,000 + {$1,000/(1+0.10)6} = -$14,435.50

Alternative 2: Lease a computer system for 6 years for $3,000 per year payable at the beginning of each year

NPV = -$3,000 + {-$3,000/(1.10)} + {-$3,000/(1.10)2} + {-$3,000/(1.10)3} + {-$3,000/(1.10)4} + {-$3,000/(1.10)5} = -$ 14,372.37

Alternative 3: Purchase a used computer system for $8,200. The system is expected to last 3 years with zero salvage value

NPV = -$8,200 + {-$8,200/(1.10)3} = -$14,360.80

At 10% rate of return, alternative 3 has the lowest cost in terms of NPV, so it should be selected.



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