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To find the median of a set of seven scores ($$8$$, $$4$$, $$12$$, $$14$$, $$3$$, $$2$$, $$3$$), the scores are rearranged from lowest to highest ($$2$$, $$3$$, $$3$$, $$4$$, $$8$$, $$12$$, $$14$$), making the middle score $$4$$. If an even number of scores exists, such as by adding a score of $$15$$ to the set, there are two scores in the middle of the distribution ($$4$$ and $$8$$), and the median is the value halfway between them, which is $$6$$.

Example of Calculating the Median

When calculating the median for a distribution that has an even number of scores, how is the final value determined after rearranging the scores from lowest to highest?

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