Information about the cash $$ows for a four $-$ year $$nancial project are listed in the following table. The cash $$ows are assumed to follow a triangular distribution. The cost of implementing the project is expected to be between $$20,000$ and $$90,000,$ with all values in this range being equally likely. Analysis of changes in the Consumer Price Index suggests that the annual rate of in$$ation can be approximated with a normal distribution with a mean of $4$ percent and standard deviation of $3$percent$.$ The organization$$s required rate of return is$18$percent$.$ Develop a model in @Risk to analyze this situation and answer the following questions $($use $10,000$ iterations$).$

Year

Minimum flow

Most likely inflow

Maximum inflow

$1$

$ $15,000$

$ $20,000$

$ $30,000$

$2$

$ $20,000$

$ $25,000$

$ $35,000$

$3$

$ $20,000$

$ $30,000$

$ $35,000$

$4$

$ $40,000$

$ $50,000$

$ $60,000$

$$What is the expected NPV of this project?$$

What is the range of the NPVs$?($Minimum and maximum values$)$

How would you characterize the level of risk with this project?$$

Would you recommend undertaking this project? Why or why not?