The trading company "XYZ Finance" wants to purchase some amount of government bonds. Three types of government bonds are under consideration. They are issued by the countries "Wakanda", "Atlantica", "Empire City", and "Lala Land" A consultant Lee is hired by the company to evaluate the risk of each bond. Based on the historical data, he has succeeded in finding the risk function of each bond. The result is as follows and all the units are dollars ($). Risk of the Bond by Wakanda (X)~ N(13000, 1000) Risk of the Bond by Atlantica (Y): shown in Table 1 Risk of the Bond by Empire City (Z) ~ Exp(1/13000) Risk of the Bond by Lala Land (W) Uniform(9000, 17000) Table 1 Risk of Atlantica Risk of Atlantica (Y) Probability 0.05 $10,000 $11,000 0.15 $12,000 0.2 $13,000 0.25 $14,000 0.2 0.1 $15,000 $16,000 0.05 Question 3-1. Please find VaRa=0.95 (X), VaRa=0.95 (Y), VaRa=0.95 (Z), VaRa=0.95 (W)? Which one has the largest VaR value? Question 3-2. Please find CVaRa-0.95 (X), CVaRa=0.95 (Y), CVaRa=0.95 (Z), CVaRa-0.95 (W)? Which one has the largest VaR value? Hint: If the random variable K follows N(u, o), then CVaRa-0.95 (K) is + x 0.10311 (1-)