which value of c would make the following expression completely factored? 8x + cy\n2\n7\n12\n16
which value of c would make the following expression completely factored? 8x + cy\n2\n7\n12\n16
Answer
Answer:
B. 7
Explanation:
Step1: Understand factoring concept
An expression is completely factored when there are no common factors other than 1 for all its terms.
Step2: Analyze each option
For option A, if (c = 2), then (8x+2y=2(4x + y)), not completely factored. For option B, if (c = 7), 8 and 7 have no common factor other than 1. So (8x+7y) is completely factored. For option C, if (c = 12), (8x + 12y=4(2x+3y)), not completely factored. For option D, if (c = 16), (8x+16y = 8(x + 2y)), not completely factored.