Ihave a wheel that is divided into five equal pie-slice shaped wedges, each of which is a different color (red, blue, green, yellow, purple). the wheel has an arrow at the center, and we can spin the wheel and see what color it ends on when the wheel stops spinning. i want to test that the wheel is fair (each color is equally likely) by spinning the arrow over and over again, independently, until the second time i see any particular color. i will conclude that the wheel is not fair if it takes three or fewer rolls for a particular color to come up two times. q1) the significance level of the test is: a) 10% b) 30% c) 50% d) 70% e) 90%q2) the power of this test against the alternative hypothesis that the chance the arrow ends on purple is 52% and the chance it ends each of the other four colors is 12% is closest to a) 10% b) 30% c) 50% d) 70% e) 90%