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QUESTION 3 10 points Save Answer Refer to the table to find the missing probability and then find the expected value. Outcome value, 2 3 X Probability, P 0.3 0.2 P 0. 1 O P = 0.6, E = 1.3 O P = 0.4, E = 1 O P = 0.4, E = 1.3 O P = 0.6, E = 1QUESTION 1 10 points Save Answer Jodi gets $15 a week for allowance. She also loves to play basketball. Jodi wants to convince her father to try something new with her allowance based on her basket-shooting talent, hoping that it will increase what she receives. Jodi suggests that instead of getting $15, she attempts shooting baskets each week for her allowance. Create a tree diagram to help solve the problems. If she misses the first basket, she gets only $5. If she makes the first basket, she gets $15 and a chance to make another basket for an additional $5. Jodi can make a basket 60% of the time. To help Jodi's father decide whether to use the new allowance plan, find the probability of Jodi making 0 baskets, 1 basket, and 2 baskets. How much allowance should Jodi expect to receive in a year? P(0) = P(1) = P(2) = Allowance = QUESTION 2 10 points Save Answer Chris and Rodney are fighting. Rodney tells Chris if he can make 5 free throws in a row he will pay him $15. Create a tree diagram to show the probability of the challenge. Chris is good at shooting and can make 47% of his shots. If he misses one shot he must pay Rodney $10. a. P(making 1) = b. P(making 4 and not winning) = c. P(Chris winning) = d. P(Rodney winning) =