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Mode
Median
Mean
Standard Deviation
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Range
Mode
Mean
Median
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Mean
Mode
Range
Median
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Mean
Median
Standard deviation
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10
14
18
12
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43
44
45
23
32
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Mean
Median
Mode
Either the mean or median. It doesn't matter since they will be equal.
Neither the mean nor median. Both will be much lower than the actual average salary.
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I only
II only
III only
I & II
II and III
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The mean remains the same, but the median is increased.
The mean and median remain the same.
The median remains the same, but the mean is increased.
The mean and median are both increased.
We do not know how the mean and median are affected without further calculations; but the standard deviation is increased.
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95
76
26
190
None of these
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I only
II only
III only
I & II
I, II, and III
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2
2.24
6
6.67
None of these
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Cannot be determined from the information given
8.7
5.75
6.00
6.47
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40
30
25
Less than 30
Cannot be determined from the information given
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3 inches
6 inches
25 inches
50 inches
None of these
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120 lbs
125 lbs
130 lbs
132 lbs
135 lbs
Rate this question:
25
30
20
15
50
Rate this question:
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