Why is variance expressed in squared units?
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Squaring prevents positive and negative deviations from cancelling.
The resulting variance therefore has units equal to the original units squared.
Browse exam-wise, subject-wise, and country-wise MCQs with explanations.
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Squaring prevents positive and negative deviations from cancelling.
The resulting variance therefore has units equal to the original units squared.
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Standard deviation summarizes typical distance from the mean in the original units.
Larger values generally indicate greater variability.
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The interquartile range spans the middle 50 percent of observations.
Because it ignores the tails, it is relatively resistant to outliers.
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The five-number summary describes the ordered spread and center of a distribution.
It is also the numerical basis of a standard box plot.
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The mode is the value with the highest observed frequency.
It can be used for either categorical or numeric data.
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The median depends on the ordered middle position rather than every magnitude.
A few extreme values therefore have limited influence on it.
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The arithmetic mean is the sum of the values divided by their number.
It uses every observation and is sensitive to extreme values.
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Saved code can be rerun, reviewed, and shared.
This is essential for reproducing data cleaning, analysis, and visualization steps.
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summary() reports values such as the minimum, quartiles, median, mean, and maximum.
It offers a quick numerical overview of a variable.
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sample() draws elements with or without replacement.
It is commonly used for resampling, permutation, and simulation.
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A seed initializes the pseudo-random number generator to a known state.
Using the same seed and code reproduces the same sequence.
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NA is the standard marker for a missing value in R.
It is distinct from NULL, which generally represents the absence of an object.