Struggling with this assignment, I did work but would like to see how you handle this problem and compare.

(10 FITS) Consider spinning athree colored spinner like the one shown here. Each color has the same portion of area. We'll symbolize the color blue with the the letter b , the color red with the letter r , and the color yele with the letter y . (a) On paper. construct a tree diagram for spinning the spinner twice. -Iint, there are 9 outcomes, and the order of the letters is important.) Write all 9 outcomes using the correct letters, separating each outcome with a comma ',". For example, you should type bb, br to indicate the outcomes "blue blue" and "blue red." Outcomes = (b) Construct a probability distribution table for the number of yellows in two spins of this 3-colored spinner. Leave probabilities as fractions, e.g. 1l2 instead of 50%. Use the probability distribution table in part (b) to answer the following questions: (0) What is the probability of getting 2 yellows in two spins of the spinner? Answer as a fraction. (d) What is the probability of getting at least 1 yellow in two spins of the spinner? Answer as a fractlon. (e) What is the probability of getting at most 1 yellow in two spins of the spinner? Answer as a fraction. (f) What is the probability of getting less than 1 yellow in two spins of the spinner? Answer as a fraction. (9) What is. the probability of getting more than 1 yellow in two spins of the spinner? Answer as. a fraction