D5) Statistics and Probability A plant manager is considering investing in a new ​$40,000 machine. Use of the new machine is expected to generate a cash flow of about ​$9,000 per year for each of the next five years.​ However, the cash flow is​ uncertain, and the manager estimates that the actual cash flow will be normally distributed with a mean of ​$9,000 and a standard deviation of ​$400. The discount rate is set at 5​% and assumed to remain constant over the next five years. The company evaluates capital investments using net present value. How risky is this​ investment? Develop and run a simulation model to answer this question using 50 trials.

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D5) Statistics and Probability A plant manager is considering investing in a new ​$40,000 machine. Use of the new machine is expected to generate a cash flow of about ​$9,000 per year for each of the next five years.​ However, the cash flow is​ uncertain, and the manager estimates that the actual cash flow will be normally distributed with a mean of ​$9,000 and a standard deviation of ​$400. The discount rate is set at 5​% and assumed to remain constant over the next five years. The company evaluates capital investments using net present value. How risky is this​ investment? Develop and run a simulation model to answer this question using 50 trials.
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