Observe that mod and div can be defined as functions from
to Z.. For each ordered pair (n,d) consisting of a nonegative integer n and a positive integer d, let
mod(n,d) = n mod d (the nonegative remainder obtained when n is divided by d).
div(n,d) = n div d ( the integer quotient obtained when n is divided by d)
Find each of the following:
We define the functions from .
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