In Statistics, there are three Measures of Central Tendency: Mean, Median and Mode. Mean is defined as the average value of a dataset. It is the sum of all values of a series divided by the number of valuesa in that series. Median is the middle value of a dataset when it is arranged in either ascending or descending order. Mode represents that value that occurs most frequently in the dataset. A dataset may have more than one mode in some cases, and none in other cases.
Below is a list of multiple-choice questions and answers on Measures of Central Tendency to help students understand the topic better.
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- Which measure of central tendency includes the magnitude of scores?
- Mean
- Mode
- Median
- Range
- Which measure of central tendency includes the magnitude of scores?
Answer: a
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- Which of the following is not a disadvantage of using mean?
- It is affected by extreme values
- It cannot be computed in grouped data with open-ended class intervals
- It does not possess the desired algebraic property
- None of the above
- Which of the following is not a disadvantage of using mean?
Answer: c
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- The two methods of finding mode in a discrete series are _______.
- Grouping method and ascending method
- Table method and midpoint method
- Grouping method and inspecting method
- None of the above
- The two methods of finding mode in a discrete series are _______.
Answer: c
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- When the values in a series do not have equal importance, we calculate the _______.
- Mode
- Weighted mean
- Arithmetic mean
- None of the above
- When the values in a series do not have equal importance, we calculate the _______.
Answer: b
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- To calculate the median, all the items of a series have to be arranged in a/an ________.
- Descending order
- Ascending order
- Ascending or descending order
- None of the above
- To calculate the median, all the items of a series have to be arranged in a/an ________.
Answer: c
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- Mode refers to the value within a series that occurs ________ number of times.
- Maximum
- Minimum
- Zero
- Infinite
- Mode refers to the value within a series that occurs ________ number of times.
Answer: a
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- The values of extreme items do not influence the average for_________.
- Mean
- Mode
- Median
- None of the above
- The values of extreme items do not influence the average for_________.
Answer: c
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- _________ is not a measure of central tendency.
- Mode
- Mean
- Range
- Median
- _________ is not a measure of central tendency.
Answer: c
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- The sum of deviations from the _________ is always zero.
- Median
- Mode
- Mean
- None of the above
- The sum of deviations from the _________ is always zero.
Answer: c
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- The number of observations smaller than ________ is the same as the number of observations larger than it.
- Median
- Mode
- Mean
- None of the above
- The number of observations smaller than ________ is the same as the number of observations larger than it.
Answer: a
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- ________ divides the data into four equal parts.
- Median
- Quartiles
- Mean
- None of the above
- ________ divides the data into four equal parts.
Answer: b
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- What is the mean of the following numbers: 23, 45, 87, 40, 50?
- 49
- 34
- 56
- None of the above
- What is the mean of the following numbers: 23, 45, 87, 40, 50?
Answer: a
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- Which of the following is a characteristic of a mean?
- The sum of deviations from the mean is zero
- It minimises the sum of squared deviations
- It is affected by extreme scores
- All of the above
- Which of the following is a characteristic of a mean?
Answer: d
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- Percentiles divide a series into ______.
- Ten equal parts
- Twenty equal parts
- Fifty equal parts
- Hundred equal parts
- Percentiles divide a series into ______.
Answer: d
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- Which of the following diagrams is used to find the value of mode graphically?
- Pie chart
- Bar graph
- Histogram
- None of the above
- Which of the following diagrams is used to find the value of mode graphically?
Answer: c
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