Now think of what random data would look like. if you were conducting an experiment, how would you know whether your results are random or not? consider the following questions: 1) a skittle machine can make yellow, red, and blue skittles. every time you turn the knob, the machine will randomly make one of the three colors of skitties • what is the probability that the machine will make a yellow skittle when you turn the knob? • what is the probability that the machine will make a blue skittle when you turn the knob? • what is the probability that the machine will make a red skittle when you turn the knob? 2) if you turn the knob 3 times, which of the following is the most likely order of skittles that you would expect to get? a) yellow, blue, blue b) red, blue, yellow c) yellow, yellow, yellow d) red, blue, red e) all of the above are equally likely 3) after you ate your three skittles, what color skittle would you expect to get if you turned the knob a fourth time? a) blue b) red c) yellow d) each color is equally likely 4) if you turned the knob 1000 times, what proportion of each color skittle would you expect to get if the colors were made randomly? 5) what would your results look like if the colors were made non-randomly? 6) how confidant are you with your answers above? a. confidant - i know it b. somewhat confidant - i think i know c. unsure d. i'm lost you will be comparing answers to the above questions with your classmates in workshop. be prepared to justify your answers.