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The most common definition of the median is that given a set of data values it is the middle value of the data set when it has been arranged in ascending order.

So, while the median is the number in the middle of a data set. Sometimes there is no single number in the middle in which case we take the mean of the two middle numbers.

Weather you order the values from smallest to largest or largest to smallest, the middle will still be the same, in spite of the common definition using ascending order.

For example

1,2,5,6,8 The median is 5. If I write those numbers are 8,6,5,2,1 the 5 is still the middle number in the set.

With an even number of data values, such as 1,2,4,6,8,11, the median is the mean of 4 and 6 which is 5. If I write that set from largest to smallest the median is the same.

So the median is the middlemost number. In most math classes, students are told to arrange the numbers from smallest to largest, however, you can see that this really makes no difference.

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What is the meaning of the word median while doing math?

Median is the middle number, when the whole set of numbers is arranged from least to greatest. If there are two middle numbers, the median is the average of both of the middle numbers (when the set of numbers is arranged from least to greatest)


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What is median in mathmatical language?

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In a set of numbers ordered from the least to the greatest the number in the middle is called what?

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What is the median of these numbers 31 30.5 29.2?

When numbers are put in order either least to greatest or greatest to least, the one in the middle is the median. In an even set of numbers the average of the middle two numbers is the median. 30.5 is the median of these 3 numbers.


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The Median, otherwise known as the middle.


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How is it possible that the same number appears in the third order when arranged from least to greatest and greatest to least?

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Where would the median number be located in a series of number?

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