For every positive integer m and n such thatm+10<n+1, both the mean an – InterviewSolution

1.	For every positive integer m and n such thatm+10<n+1, both the mean and median of the set {m,m+4,m+10,n+1,n+2,2n} are equal to n. The value of m+n is equal to
Answer» For every positive integer $m$ and $n$ such that $m + 10 < n + 1,$ both the mean and median of the set ${m, m + 4, m + 10, n + 1, n + 2, 2 n}$ are equal to $n .$ The value of $m + n$ is equal to

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