4. In a game you spin the following spinner. You collect points every time you land on a green space until you land on a 'game over' space. Let the random variable X be the number of point you win in a game. /3 (A) /1 (K) a. What is the probability of landing on a green space and gaining a point? /0.5 (A) b. What is the probability of landing on a 'game over' space? /0.5 (A) c. What is the probability distribution function for X (ie. formula for P(X)? /1 (A) d. Complete a probability distribution table: /1 (K) X P(X) e. What is the expected number of points you will win in this game? /1 (A)