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+-15 points MendStat14 4.E.010. My Notes Ask Your Teach The game of roulette use

ID: 2921823 • Letter: #

Question

+-15 points MendStat14 4.E.010. My Notes Ask Your Teach The game of roulette uses a wheel containing 38 pockets. Thirty-six pockets are numbered 1, 2, the "winner." Assume that the observance of any one pocket is just as likely as any other. ,36, and the remaining two are marked 0 and 00. The wheel is spun, and a pocket is identified as (a) Identify the simple events in a single spin of the roulette wheel. How many simple events are in the sample space? simple events (b) Assign probabilities to the simple events. (Enter your probability as a fraction.) Since any pocket is just as likely as any other, P(E) Let A be the event that you observe either a 0 or a 00. List the simple events in the event A. How many simple events does event A contain? (c) simple events Find P(A). (Enter your probability as a fraction.) PCA) = (d) Suppose you placed bets on the numbers 1 through 22. What is the probability that one of your numbers is the winner? (Enter your probability as a fraction.)

Explanation / Answer

a) 38 , as the number of pockets that can be winners

b) P(Ej) = 1/28 = 0.0263

c) P(A) = 2/38 =0.0526

d)P = 22/38 = 0.5789