One number set is {100, 80, 80, 71, 50}, what is the mean?
A) 80
B) 70.25
C) 76.2
D) 50

The product of two positive integers is 165. Which number could be the sum of the two integers ?
A) 25
B) 26
C) 28
D) 24

What is the greatest common factor of 120 and 312 ?

A) 3
B) 8
C) 24
D) 48

The sum of three consecutive positive integers is 12. Which number could be the product of these three consecutive integers ?
A) 60
B) 63
C) 57
D) 56

The product of three consecutive positive integers is 1320. Which number could be the sum of the three consecutive integers ?
A) 33
B) 31
C) 32
D) 35

One number set is {63, 141, 114, 76, 122, 38, 94, 20}, what is the median ?
A) 76
B) 83.5
C) 94
D) 85

$$ 4^3 + 3^4 = $$
A) 24
B) 145
C) 96
D) 145

One number set is {102, 53, 53, 74, 108, 124, 53, 45, 53, 102, 29, 76, 84, 102}, what is the mode ?
A) 53
B) 95
C) 84
D) 102

$$ 4^3 + 3^4 + 3^5 = $$
A) 43345
B) 270
C) 388
D) 39

One number set is {78, 86, 29, 113, 21, 78, 78, 29, 106, 29, 9, 54, 56, 62}, what is the range ?
A) 62
B) 29
C) 45.5
D) 104

Oliver played 4 football games and had a mean score of 190. Steve played 6 football games and had a mean score of 120. What was the mean of the scores for all these 10 games ?
A) 148
B) 120
C) 155
D) 190

N = {33, 34, ..., 52, 53}
Set M (not shown) is a list of 101 consecutive integers. The median of the integers in set N above is equal to the least integer in set M. What is the median of the integers in set M ?
A) 93
B) 94
C) 92
D) 95