1. A = set containing elements of 2 where the 2nd and 3rd balls selected are blue

)  Suppose a man has ordered twelve 1-gallon paint cans of a particular color (lilac) from the local paint store in order to paint his mother’s house.  Unknown to the man, three of these can contains an incorrect mix of paint.  For this weekend’s big project, the man randomly selects four of these 1-gallon cans to paint his mother’s living room.  Let x = the number of the paint cans selected that are defective.   Unknown to the man, x follows a hypergeometric distribution.  Find the probability that a least one of the four can selected contains an incorrect mix of paint. A) 78182 B) 74545 C) 50909 D) 49091

determine the equation of your model that will pass 2,4

c. Let o, = (2 5 3 6) and o, = (1 4 6 5 7) be two permutations of S,. Find (0,02)¯1.