Half of the total number in an ordered set have values less than the P and values greater than the Q- Choose the correct condition from the following-A- Veginmatrix - P - Q 11- Median - Median lend matrix - P- Q - Mean - Meanlend matrix - P - Q 1- Mean - Medianlend matrix D- Vbeginmatrix- P - Q- Median - Meanlendmatrix

The correct option is A amp; P amp; Q amp; Median amp; MedianHalf of the total number in an ordered set have values less than the median and values g ...

Median

Half of the t...

Question

Half of the total number in an ordered set have values less than the $P - -$ and values greater than the $Q - -$ . Choose the correct condition from the following.

\begin{matrix} P & Q M e d i a n & M e d i a n \end{matrix}

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\begin{matrix} P & Q M e a n & M e a n \end{matrix}

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\begin{matrix} P & Q M e a n & M e d i a n \end{matrix}

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\begin{matrix} P & Q M e d i a n & M e a n \end{matrix}

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Solution

The correct option is A $\begin{matrix} P & Q M e d i a n & M e d i a n \end{matrix}$
Half of the total number in an ordered set have values less than the median and values greater than the median.

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Half of the total number in an ordered set have values less than the P–– and values greater than the Q––. Choose the correct condition from the following.

The correct option is A PQMedianMedianHalf of the total number in an ordered set have values less than the median and values greater than the median.

Half of the total number in an ordered set have values less than the $P - -$ and values greater than the $Q - -$ . Choose the correct condition from the following.

The correct option is A $\begin{matrix} P & Q M e d i a n & M e d i a n \end{matrix}$
Half of the total number in an ordered set have values less than the median and values greater than the median.