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Which measure of central tendency is the most suitable for qualitative measurements such as intelligence or beauty?
- a)Arithmetic Mean
- b)Median
- c)Quartile
- d)Mode
Correct answer is option 'D'. Can you explain this answer?
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Which measure of central tendency is the most suitable for qualitative...
Mode is the most suitable measure of central tendency for qualitative measurements such as intelligence or beauty.
Mode is the most suitable measure:
- For qualitative measurements: Qualitative measurements involve attributes or characteristics that cannot be mathematically quantified. Intelligence and beauty are subjective qualities that cannot be measured on a numerical scale. Therefore, using the mode, which represents the most frequently occurring value in a dataset, is more appropriate for these types of qualitative measurements.
- Specifically for intelligence and beauty: Intelligence and beauty are complex attributes that cannot be easily represented by a single numerical value. These qualities are often perceived subjectively and can vary greatly among individuals. The mode allows us to identify the most common or dominant attribute in a given population, making it a suitable measure for intelligence or beauty.
- Handling outliers: In cases where there may be outliers or extreme values in the dataset, the mode is not influenced by these values, unlike the mean or median. This makes the mode a more robust measure of central tendency for qualitative measurements where extreme values may not accurately represent the overall trend.
In conclusion, when dealing with qualitative measurements such as intelligence or beauty, the mode is the most suitable measure of central tendency. It captures the most common attribute in a dataset, making it a practical choice for analyzing subjective qualities that cannot be easily quantified.
Mode is the most suitable measure:
- For qualitative measurements: Qualitative measurements involve attributes or characteristics that cannot be mathematically quantified. Intelligence and beauty are subjective qualities that cannot be measured on a numerical scale. Therefore, using the mode, which represents the most frequently occurring value in a dataset, is more appropriate for these types of qualitative measurements.
- Specifically for intelligence and beauty: Intelligence and beauty are complex attributes that cannot be easily represented by a single numerical value. These qualities are often perceived subjectively and can vary greatly among individuals. The mode allows us to identify the most common or dominant attribute in a given population, making it a suitable measure for intelligence or beauty.
- Handling outliers: In cases where there may be outliers or extreme values in the dataset, the mode is not influenced by these values, unlike the mean or median. This makes the mode a more robust measure of central tendency for qualitative measurements where extreme values may not accurately represent the overall trend.
In conclusion, when dealing with qualitative measurements such as intelligence or beauty, the mode is the most suitable measure of central tendency. It captures the most common attribute in a dataset, making it a practical choice for analyzing subjective qualities that cannot be easily quantified.
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Which measure of central tendency is the most suitable for qualitative...
The Mode is the most suitable measure of central tendency for qualitative measurements such as intelligence or beauty. It represents the value that appears most frequently in the series, making it a relevant choice for non-numeric data.
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Which measure of central tendency is the most suitable for qualitative measurements such as intelligence or beauty?a)Arithmetic Meanb)Medianc)Quartiled)ModeCorrect answer is option 'D'. Can you explain this answer?
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