Practice Problem 2 Your imaginary younger sibling is going to help you this time. The problem is your sibling REALLY likes blue M&M's (it is annoying). You put 8 blue and 2 green M&Ms in a container just like last time. You asked your imaginary sibling to choose two M&Ms randomly but you have your suspicions. The results are recorded in the table below. You drew M&M's a total of 20 times. Use Chi-Square to determine if there is a signicant difference between the observed values and the expected values. Write your conclusion using complete sentences. (Degree of freedom = 1) .Pieces 0 a a 1 er can be substituted or M&MS but M&MS taste better. C l f Ob(0 )ed Was the combination of M&M's you drew similar to what was expected? Did your sibling draw the M&M's randomly or did they cheat and eat some blue M&M's? Was there a signicant difference between observed and expected? Using the x2 critical value table what is the approximate probability that your data set (observed) was the result of random chance (P-value)? Is p-value