(20 points) In a carnival game, a player spins a wheel that stops with the pointer on one {and only cne) of three colors

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20 Points In A Carnival Game A Player Spins A Wheel That Stops With The Pointer On One And Only Cne Of Three Colors 1 (26.54 KiB) Viewed 43 times

(20 points) In a carnival game, a player spins a wheel that stops with the pointer on one {and only cne) of three colors. The likel hood of the pointer landing on each color is ns follows: 61 percent BLUE, 21 percent RED, and 18 percent GAEEN. Note: Your answers should be rounded to three decimal places. (a) Suppose we spin the wheel, observe the color that the pointer stops on, and repeat the process until the pointer atops on BLUE. What is the probabiily that we will spin the wheel exactly three timea? (b) Suppase we spin the wheel, observe the color that the pointer stops on, and repeat the process until the pointer stops on fED. What is the probablits that we will spin the wheel at least three times? (c) Suppose we tpin the wheel, observe the coior that the pointer stops on, and repeat the process until the pointer stops an GFEEN. What is the probability that we will spin the wheel 2 or tewer times?