This question is a continuation of the saga of Little Billy and his sock drawer. (a) What is the probability of getting a pair of matching white socks in only two draws? The probability is about Type a decimal, rounded to two decimal places. (b) If Billy gets a black sock on his first draw, what is the probability of drawing a white sock on the second draw? The probability is about Type a decimal, rounded to two decimal places. Question 7 5 pts Little Billy is just barely tall enough to reach into his sock drawer, but he is not tall enough to see into his sock drawer. Billy's drawer has two white socks and two black socks in it. Billy reaches in and grabs one sock at a time (without replacement) until he has a matching pair. (a) On your work paper, draw the tree diagram for this scenario. Notice that Billy stops as soon as he has a matching pair. (b) In the textbox below, list the six possible outcomes for this scenario. For example, type WBW to represent drawing a white sock first, a black sock second, and a white sock third. HTML Editora