Proof of the Week 32 Assignment (5 pt.]: Write a complete proof of the given daim, following the strategy outlined below. Recall: For Integers x and y, with y0, the notations "x divy" and "x mody can be used to represent y the quotient and remainder obtained when x is divided by y. The quotient and remainder are integers that (according to the Quotient-Remainder Theorem) are uniquely determined by these two conditions: xy(I divy) + (x mody) . Os xmody 0; also, we can use the strict inequality O