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# A company is considering two investment projects whose present values are described as follows:Project 1: there are three possible NPW outcomes: $2,000,$4,000,and ...

## Question

###### A company is considering two investment projects whose present values are described as follows:Project 1: there are three possible NPW outcomes: $2,000,$4,000,and S8000 with associated probabilities: 0.4, 0.35, 0.25 respectively:Project 2: NPW(1O%) 10 X + 8 XY + 3 XZ,where X, Y; and Z are statistically independent discrete random variables with the following distributions:Variable XVariable YVariable ZEventProbability 0.7EventProbability 0.25EventProbability520S1181.50.6S400.35220.7553.750.4[a]

A company is considering two investment projects whose present values are described as follows: Project 1: there are three possible NPW outcomes: $2,000,$4,000,and S8000 with associated probabilities: 0.4, 0.35, 0.25 respectively: Project 2: NPW(1O%) 10 X + 8 XY + 3 XZ, where X, Y; and Z are statistically independent discrete random variables with the following distributions: Variable X Variable Y Variable Z Event Probability 0.7 Event Probability 0.25 Event Probability 520 S11 81.5 0.6 S40 0.3 522 0.75 53.75 0.4 [a] Compute the mean and variance of the NPW for project [b] Plot the distribution of the NPW for project 1. X-axis is NPW value and Y-axis is probability: [c] If all NPW values from Project are independent from NPW values from Project 2. Find the probability that Project 1 is better than Project 2_

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