Suppose you are a health fitness consultant. Your clients come to you for advice ranging from diet and nutrition to exercise. One of your clients is Dustin Winthrop. He is relatively healthy but has an underlying health condition that puts him in the vulnerable category for COVID-19. He is worried about going back to the gym to workout if Monterey County lifts the shelter-in-place order by May 1. He wants you to help him evaluate two options:Option A: Go back to the gym. He is currently paying $130 per month for a gym membership. He assumes that this price will likely remain the same for the next 10 years. If he goes back to the gym, he will make sure to observe social distancing, wear gloves and a face mask, and make sure each equipment that he uses is wiped down and sanitized.Option B: Purchase Tonal. A home gym that costs $2,995. He also has to purchase equipment worth $495 and pay for installation (assume this is $350) and taxes (assume the sales tax is 9.5% and will be applied to the total cost). He also has to pay a $49 per month membership fee. He assumes this monthly membership fee will likely remain the same for the next 10 years.Dustin plans to stay on his workout regimen for the next five to ten years. His opportunity cost, i.e., discount rate is between 2.5% – 5%.Your job is to make a recommendation about which option will be more cost effective.Questions for the case:Which of the following capital budgeting decision criteria will you use to make the recommendation? Please write a justification for that criterion’s suitability for this analysis.NPVIRRPayback periodPlease use the method you selected in Step 1 to calculate the outcome for each of the following scenarios: (attach a separate sheet showing your solutions for each scenario)If Dustin keeps working out for the next five years and the discount rate is 2.5%.If Dustin keeps working out for the next five years and the discount rate is 5%.If Dustin keeps working out for the next ten years and the discount rate is 2.5%.If Dustin keeps working out for the next ten years and the discount rate is 5%.
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