15. Let X denote the number of cars sold by a sales associate on any given day. Suppose the probability distribution for X is given by the following table. Find P(X = 1) Find P(X > 1) Find E(1L'). Round to one decimal place if necessary. A \"0'3" Suppose the associate makes a day rate of $100 as well as $500 for each car sold. Let Y equal the associates total daily wages. Find the probability distribution for Y. /-\\ D. VVVV (e) Find E(Y). Round to two decimal places if necessary. 16. Consider a game with a spinner and it costs $1 to play the game. The values on the spinner are as followings l, 1, 2, 3, 5, and 7. If you spin a negative value, you lose your dollar as well as the additional amount indicated. If you spin a positive value, you keep your dollar and receive the additional amount indicated. (a) Give a probability model for spinning the spinner once. (b) What is the expected value of one game? (Round your answers to 2 decimal places if necessary.) (c) What does the value of a mean? ) (d If we played this game 300 times, what could we expect our net loss or net winnings to be