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Which measures of central location are not affected by extremely small or extremely large values? Select one: a. Mean and median b. Mean and mode c. Mode and median d. Standard deviation and mean

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princessesther2011

Answer:

C. Mode and median

Explanation:

Mode and median are unaffected by extremely small or extremely large values

Researchers can use central tendency measurements to find the usual numerical point in a set of data. Any sample's data points are dispersed across a range of values from lowest to highest.

Option C is the measure of central location by which they go not affected with extremely large or small values.

The reasons for no-effect:


Extremely small or extremely large values have no effect on the mode or median.

MODE:


Extreme values have no effect on the mode. In a data collection and a discrete frequency distribution, the mode is easy to spot.

MEDIAN:

When there are extreme values or outliers, the median is a better measure of the center since it is unaffected by the specific numerical values of the outliers.

For more information about measures of the central location, refer below:

https://brainly.com/question/9820885?

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