Question: Imagine a divisor method that rounds modified quotas x in between the whole numbers m and m 1 down to m if and only if

Imagine a divisor method that rounds modified quotas x in between the whole numbers m and m 1 down to m if and only if x < sqrt((m^(2) (m 1)^(2))//2) (the root-mean-square of m and m 1 ). (a) Would this method satisfy the quota rule? (b) Would this method be house monotone? (c) Would this method be population monotone

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