a carnival game has two boxes with 3 chips in one of the boxes, and 8 in the other. All the chips are numbered 1,2 or 3. A chip is randomly selected from each box to form a two-digit number. The first chip forms the tens' place digit, and the second chip forms the ones' place digit. For each example drawing a 1 and then a 3 forms the number 13, but not 31. The following probablities are possible: P(drawing 11)= 1/6
P(drawing 22)= 1/24
P(drawing 33)= 1/8
what is the probability of drawing a number greater than 22?

Question

a carnival game has two boxes with 3 chips in one of the boxes, and 8 in the other. All the chips are numbered 1,2 or 3. A chip is randomly selected from each box to form a two-digit number. The first chip forms the tens' place digit, and the second chip forms the ones' place digit. For each example drawing a 1 and then a 3 forms the number 13, but not 31. The following probablities are possible: P(drawing 11)= 1/6 
P(drawing 22)= 1/24 
P(drawing 33)= 1/8
 what is the probability of drawing a number greater than 22?