In a bag

In a bag, 19 red marbles, 24 blue marbles, and 41 green marbles are mixed. If you randomly choose a red marble, you win $14. If you randomly choose a blue marble, you win $5. If you randomly choose a green marble, you win $10. 19 24 41 Reds Blues Greens $14 $5 $10 Let V be the random variable which gives the amount of money you win playing this game. A) Compute the probability associated with V=$14 in this game. Round your answer to three decimal places. P(V=14) = B) Compute the probability associated with V=$5 in this game. Round your answer to three decimal places. P(V=5) = C) Compute the probability associated with V=$10 in this game. Round your answer to three decimal places. P(V=10) = D) Compute the expected value of playing this game. To do your calculations for this part, use the rounded values you got for parts (A),_(B) and (C) above. Round your answer to the nearest penny/cent (two decimal places). E(V) = $