Can you please answer question 2 and the sub parts. I have checked if the parts are a sub part of the orginal question and continuation, I am allowed to post.

II. Value at Risk Find the value at risk for different time horizons and confidence levels of a 1,000$ portfolio in Dell and Microsoft stocks. Assume that ERDell-0.15%, ad ERMaft-0.05%, and that their daily percentage returns have the following covariance matrix, Dell Microsoft0.300 Del Microsoft -0.300 0.250 0.400 Assuming you hold an equal weighted portfolio t What is the expected return: (a) 0.325; (b) 0.25; (c) 0.10; (d) 0.44; B What is the variance: (a) 0.567; (b) 1.234; (c) 0.013 (d) 0.112; What is the 1-day value at risk at a 95% confidence level: (a) $-1.56; (b) $2.90; (c) $-0.84; (d) $0.41; What is the 1-day value at risk at a 99% level: (a) $-364; (b) $-1.60; (c) $0.93; (d) $2.72; E What is 30-day value at risk at a 95% confidence level: (a) $4.60; (b) $2.16; (c) $-0.59 E what is the 30-day value at risk at a 99% level: (a) $1.96; (b) $-877; (c) $-0.89; (d) (d) S-7.92 $-1.32 Now try to find the minimum variance weight between Dell and Microsoft GThe optimal weight on Dell is (a) 0.25; (b) 0.73; (c) 0.44 (d) 0.32; Assuming the optimal weighting you found in 25 and a S1,000 portfolio: H What is the expected return: (a) 0.42; (b) 0.21; (c) 0.72; (d) 0.09; (a) 0.56; (b) 0.45; (c) 0.23; (d) 0.089; What is the standard deviation: SW hat is the 1-day value at risk at a 95% confidence level: (a) $0.53; (b) $0.53; (c) $1.98 (d) S-0.23 R What is the 1-day value at risk at a 99% level: (a) $-6.24; (b) $0.32; (c) $0.02; (d) $-1.14; what is 30-day value at risk at a 95% confidence level; (a) $-291; (b) $2.33; (c) $-0.93 (d) S-3.97; M What is the 30-day value at risk at a 99% level: (a) $-2.04; (b) $-1.93; (c) 8-625; (d) $-23.97