Prove that mean and median are equal of first n natural numbers
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sum of n numbers= n(n+1)/2
mean of n numbers = sum of n numbers/ count of numbers
=(n(n+1)/2)/n
=(n+1)/2
Median of n numbers=(n+1)/2
Therefore mean and median are equal.
mean of n numbers = sum of n numbers/ count of numbers
=(n(n+1)/2)/n
=(n+1)/2
Median of n numbers=(n+1)/2
Therefore mean and median are equal.
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