Question: Observe that mod and div can be defined as functions from Zhongxz to Z. For each ordered pairin, c) consisting of a nonnegative Integer and

Observe that mod and div can be defined as functions from Zhongxz to Z. For each ordered pairin, c) consisting of a nonnegative Integer and a positive integerd, let mod (n)-n mod d (the nonnegative remainder obtained when n is divided by d), and divan, c) - n dvd (the integer quotient obtained when n is divided by c). Find each of the following. (a) Find mod (46, 10) and diy (46, 10). mod(46, 10) - div( 46, 10) - (b) Find mod (52, 8) and div (52,8). mod(52,8) - div(52,8) - (c) Find mod (25, 5) and div (25, 5). mod(25,5) = div(25,5)

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