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A hardware company sells a lot of low-cost, high- volume products. For one such product, it is equally likely that annual unit sales will be

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A hardware company sells a lot of low-cost, high- volume products. For one such product, it is equally likely that annual unit sales will be low or high. If sales are low (60,000), the company can sell the product for $10 per unit. If sales are high (100,000), a competitor will enter and the company will be able to sell the product for only $8 per unit. The variable cost per unit has a 25% chance of being $6, a 50% chance of being $7.50, and a 25% chance of being $9. Annual fixed costs are $30,000. a. Use simulation to estimate the company's expected annual profit. b. Find a 95% interval for the company's annual profit, that is, an interval such that about 95% of the actual profits are inside it. c. Now suppose that annual unit sales, variable cost, and unit price are equal to their respective expected values-that is, there is no uncertainty. Determine the company's annual profit for this scenario. d. Can you conclude from the results in parts a and c that the expected profit from a simulation is equal to the profit from the scenario where each input assumes its expected value? Explain. #*Attached is a screenshot of excel form required to complete this problem. I need step by step guidance on how to complete the excel sheet including formulas. Also, what I need to do on risk program. ** Film Home Insert Page Layout Formulas Review Views Team RISK Tell me what you want to do. C D E G Low-cost, high-volume sales 2 3 Distribution of sales Value Prob Price 5 60000 0.5 $10 6 High 100000 0.5 Mean 8 9 Distribution of variable cost per unit 10 Value Prob 11 $6.00 0.25 12 $7.50 0.50 13 $9.00 0.25 14 Mean 15 16 Annual fixed cost $30,000 17 18 Simulation for part a 19 Units sold Fixed cost Unit Variable cost Total Variable Cost Unit Price Total Revenue Profit 20 21 22 Annual profit for part c, no uncertainty 23 Mean Units Sold Fixed cost Mean Unit Variable Cost Mean Total Variable Cost Mean Unit Price Mean Revenue |Mean Profit

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