What is the var for the company earnings

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One or more of the questions in the exam might need the following information:

For a Standard Normal Distribution, we have:

z = 2.576 for cumulative probability of 0.995

z = 2.326 for cumulative probability of 0.990

z = 1.960 for cumulative probability of 0.975

z = 1.645 for cumulative probability of 0.950

z = 1.282 for cumulative probability of 0.900

Question 1. Suppose that a company's earnings in the next year is normally distributed with mean of $7.5 million and standard deviation of $9 million. What is the VaR for the company's earnings next year at 2.5% left tail (i.e., with 97.5% confidence level)?

A. -15.68 million

B. -13.43 million

C. -10.14 million

D. -9.00 million

E. -7.31 million

Question 2. Suppose that a company has a one-year project, and all outcomes from this project for next year are distributed equally likely between a loss of $85 million and a gain of $125 million. Which of the following is closest to the VaR for next year at a 99.5% confidence level (i.e., 0.5% left tail)?

A. -80.5 million

B. -82.9 million

C. -83.4 million

D. -84.2 million

E. None of the above

Reference no: EM132515775

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