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Measures of Central Tendency
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Measures of Central Tendency
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Measures of Central Tendency
Which mean is most affected by extreme values?
Geometric Mean
Harmonic Mean
Arithmetic mean
Trimmed Mean
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Measures of Central Tendency
What is the geometric mean of: 1, 2, 8, and 16?
4
5
6
7
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Measures of Central Tendency
The sum of squared deviation is least from:
Median
Mean
Mode
Standard Deviation
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Measures of Central Tendency
Which of the following Measure of averages is affected by extreme (very small or very large) values in thedata set?
Geometric Mean
Median
Arithmetic Mean
Harmonic Mean
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Measures of Central Tendency
If any of the value in the data set is zero then it is not possible (i.e. impossible) to compute:
Mode
Median
Mean
Harmonic Mean
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Measures of Central Tendency
The appropriate average for calculating average percentage increase in population is:
Arithmetic Mean
Harmonic Mean
Mode
Geometric Mean
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Measures of Central Tendency
A set of values is said to be relatively uniform if it has:
High Dispersion
Zero Dispersion
Littel Dispersion
Negative Dispersion
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Measures of Central Tendency
The Geometric Mean of -2, 4, 03, 6, 0 will be:
-3
0
Cannot be Computed
None of these
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Measures of Central Tendency
Statistics are aggregates of:
Methods
Calculations
Facts
Data
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Measures of Central Tendency
________ is the measure of average which can have more than one value:
Mean
Median
Harmonic Mean
Mode
Author:
rikazzz
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