This question has two parts. First, answer Part A. Then, answer Part B. Part A Make an Argument The Associative Property holds true for multiplication because (−3 × 4) × (−2) = −3 × [4 × (−2)]. Does the Associative Property hold true for division of integers? The Associative Property holds true for division of integers. True false question. True False Part B Which explanation and example supports your answer to Part A. Multiple choice question. cross out A) The Associative Property is false for division of integers because the way the integers are grouped affects the solution. [12÷(−6)]÷2=−1; 12÷[(−6÷2)]=−4 cross out B) The Associative Property is false for division of integers because the way the integers are grouped does not affect the solution. [12÷(−6)]÷2=−4; 12÷[(−6÷2)]=−4 cross out C) The Associative Property is true for division of integers because the way the integers are grouped affects the solution. [12÷(−6)]÷2=−4; 12÷[(−6÷2)]=−1
