Final answer:
To compensate for the current negative NPV of $496,541, Choice Co. would require a salvage value of approximately $918,916.71 at the end of the equipment's 8-year lifespan, calculated using the present value factor at an 8% discount rate over 8 years.
Step-by-step explanation:
To determine how large the salvage value must be to make the investment in automated equipment financially attractive, we can use the concept of present discounted value (PDV). From the information given, Choice Co. has a current net present value (NPV) of a negative $496,541 and uses a discount rate of 8% over 8 years. The salvage value must generate a PDV equal to or greater than this deficit to bring the NPV to zero or positive, making the investment financially viable.
First, we need the present value factor for a single sum received in 8 years at an 8% discount rate. Using present value tables or a calculator, the factor is approximately 0.5403. Now, we compute the required salvage value:
Required Salvage Value = |NPV| / Present Value Factor
Required Salvage Value = $496,541 / 0.5403
Required Salvage Value ≈ $918,916.71
Therefore, ignoring any cash flows from intangible benefits, the automated equipment needs a salvage value of at least approximately $918,916.71 at the end of its 8-year life to make the investment financially attractive for Choice Co.