students on that day. ly distribution of X and compute the mean number of tests taken by b. Find that probability distribution of Y and compute the mean number of snacks eaten by students on that day. c. Find and interpret the conditional probability distribution of Y, given that X=2. d. Find the covariance and correlation between X and Y. 6. The Toronto Blue Jays are to play a series of 6 games in Boston against the White Sox. For any one game it is estimated that the probability of a Toronto Blue Jays' win is 0.7. The outcomes of the 6 games are independent of one another. a. What is the probability that the Toronto Blue Jays will win all 6 games? b. What is the probability that the Toronto Blue Jays will a majority of the 6 games? c. Before the series begin, what is the expected number of the Toronto Blue Jays' wins in these 6 games? d. If the Toronto Blue Jays lose the first two games, what is the expected number of its wins in the six-game series? Ox - EXACOMPTA