Use the Venn diagram to complete the contingency table. Then find the probabilities. Reduce all fractions and use / for the division bar. Juniors Not juniors Total A: Boys B: Juniors 220 65 35 145 Boys Not boys Total 465 1. What is the probability that a student selected at random is a boy? P( B 2. What is the probability that a boy selected at random is a Junior? P JIB = 3. What is the probability of randomly choosing a student who is a Junior and a boy? P(J n = B) 4. What is the probability of randomly choosing a student who is a girl given that she is not junior? PG|J' 5. What is the probability of randomly selecting a girl? P(G) = Instructions: Given that a bag of skittles has 10 blue candies, 14 orange candies, 12 yellow, 16 red, and 6 green candies, find the following probabilities. Enter all answers as reduced fraction. Do not use any spaces in your answers. 1. When choosing one skittle, are the events "selecting a red skittle" and "selecting a blue skittle" mutually exclusive? Yes 2. What is the probability that a red skittle is randomly chosen from the bag? P(R = 3. What is the probability of choosing a blue skittle, putting it back, and then choosing a green skittle? PB and G )= 4. What is the probability of choosing a skittle that is not blue? P( B' ) = 5. What is the probability of randomly choosing a green or blue skittle? P( B or G )= 6. What is the probability of choosing a green skittle, eating it, and then choosing a yellow skittle? PG and Y )= 7. What is the probability of choosing a red skittle on the second try given that the first skittle was red and it was eaten? P RIR )=