Question

Which of the following is not a positional value?
(a) Median (b) Quartile
(c) Deciles (d) Mode

Answer 1

Answer:

mark me brainlest

Explanation:

I don't know the answer

Answer 2

Mode is not a positional value

• Statistics that typically partition a dataset into equal halves are known as positional values. It is in relation to other values in a collection of numerical data
• Because they typically split a dataset into specific sections according to their key positions within the dataset, the median, quartile, and deciles are all instances of positional values.
• Whereas, the provided numbers in a set must be organised in ascending order in order to determine the mode.
• The mode is then identified as the number that appears the most frequently in the given sequence of numbers.
• Contrarily, the mode represent the practical value that typically appears the maximum in the dataset and is independent of position.
• Thus, Mode is not a positional value

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