The document contains two sets of statistical data and asks questions to calculate the mean, median, mode and range. For the first data set {30, 40, 30, 50, 20}, it asks to calculate these values. For the second data set {12, 10, 5, 10, 15, 18}, it asks similar calculation questions and asks to identify the median, mode and range from options. It also asks to identify the expression that gives the mean pay if three employees are paid $14, $15 and x per hour.

1. Statistics: Statistics:
1. For the data {30, 40, 30, 50, 20} 1. For the data {30, 40, 30, 50, 20}
A. What is the mean? ____ A. What is the mean? ____
B. What is the mode? ____ B. What is the mode? ____
C. What is the range? _____ C. What is the range? _____
D. What is the median? _____ D. What is the median? _____
2. For the data { 12, 10, 5, 10, 15, 18 } 2. For the data { 12, 10, 5, 10, 15, 18 }
A. The median of the data is A. The median of the data is
g) 7.5 h) 11 g) 7.5 h) 11
i) 12 j) 12.5 i) 12 j) 12.5
B. The mode of the data is B. The mode of the data is
g) 10 h) 13 g) 10 h) 13
i) 5 j) no mode i) 5 j) no mode
C. The range of the data is C. The range of the data is
g) 6 h) 5 g) 6 h) 5
i) 18 j) 13 i) 18 j) 13
D. The mean of the data is D. The mean of the data is
2 2
g) 15.4 h) 11 g) 15.4 h) 11
3 3
i) 78 j) 55 i) 78 j) 55
3. If a company pays three 3. If a company pays three
employees $14 an hour, $15 an employees $14 an hour, $15 an
hour and $x an hour, which gives hour and $x an hour, which gives
the mean? the mean?
29x 29x
A. A.
3 3
14 + 15 + x 14 + 15 + x
B. B.
3 3
C. 14 + 15 + x / 3 C. 14 + 15 + x / 3
D. 29 + x / 3 D. 29 + x / 3