Babr Khan likes baklava. Due to the advice of his doctors and threats of his wife the probabilities tor the number of plates of baklava he eats every night have changed and are given below, 3. 0.10 0.65 0,25 a) What is the expected value for the average number of plates he eats on any three nights? b) What is the standard deviation for the total number of plates he eats on any five nights? c) What is the probability distribution function for the total number of plates of baklava he eats on any two nights? Put the table in the space below. d) What is the probability that the total number of plates he eats in the next two months (60 days) is between 55 and 60? The random variable representing the number of plates he eats in 60 days has a pdf that is approximately with mean and standard deviation The area under this pdf from to is approximately cqual to the probability to be calculated, and is equal to e) Do you think that Babr Khan is mentioned too often in math 201?