please show the step by step answer below for only question 2,and this is just tutorial question not for assignment.

(b) How many possible outcomes are there? C fandom experiment that occurs when the arm is pulled. (c) Consider the events (i) E = { S showing on at least two wheels} (ii) F = { Only fruits that start with a letter after HI in the alphabet visible on the wheels } List the outcomes in E, F, En F, (En F) and say how many outcomes there are in E, F and EnF. 2. Of 25 laptop computers in a supply room, eight run on Windows 7, ten use Internet Explorer as a browser, and ten use neither program. Use A to denote the set of computers that run on Windows 7 and B to denote the set of computers that use Internet Explorer. Consider the random experiment of randomly choosing a box containing a computer and opening it. Symbolically denote the following events and give the number of outcomes in each: (a) the computer ran on Windows 7 and used Internet Explorer, (b) the computer either ran on Windows 7 or used Internet Explorer, (c) the computer ran on Windows 7 but did not use Internet Explorer, and (d) the computer used exactly one of the programs. 3. Suppose that, for events A and B, we know the following probabilities: P(A) = 0.3, P(B) = 0.3 and P(AUB) = 0.5. Compute: (a) P(AC), (b) P(An BC), (c) P(An B), (d) P(A [ B), and (e) P(A | BC). 4. Let A, B C Q be events. Using the Axioms of Probability and the properties on Slide 37 (except Property (9)) prove that (a) if B C A, then P(A\\ B) = P(A) - P(B) (A\\B = An B, that is, A\\ B contains all elements of A that are not in B