Divide the polynomial x2−3x+ 2 by the polynomial 2x+ 1, to obtain a quotient andremainder as guaranteed by the Division Theorem 4.2. Note that althoughx2−3x+ 2 and2x+ 1 are elements ofZ[x], the quotient and remainder are not. Argue that this meansthat there is no Division Theorem forZ[x]. (You do not need to include the process of longdivision in your answer.)