Question

Factor 24m - 12p + 72 to identify the equivalent expressions.

Answer 1

Answer:

A and C

Step-by-step explanation:

Answer 2

Hey there!

$\bold{24m-12p+72}$

Just distribute

• $\bold{A.6(4m+2p+12)}$ (can be an answer)

       $\bold{6(4m)24m}$

        $\bold{6(2p)=12p}$

       $\bold{6(12)=72}$

• $\bold{B.2(12m-6p+36)}$ (can be an answer

        $\bold{2(12m)=24m}$

        $\bold{2(6p)=12p}$

       $\bold{2(36)=72}$

• $\bold{C.12(2m-p+6)}$ (can be answer)

         $\bold{12(2m)=12m}$

        $\bold{12(-p)=-12p}$

      $\bold{12(6)=72}$

• $\bold{D.24(m-12p+3)}$ (can't be your answer)

           $\bold{24(m)=24m}$

          $\bold{24(12)-288}$

          $\bold{24(3)=72}$

Do process of elimination, so A,D, and B ARE NOT you are answer

Which leaves us with: $\boxed{\boxed{\bold{Answer:C).12(2m-p+6)}}}\checkmark$

Good luck on your assignment and enjoy your enjoy your day!

~$\bold{LoveYourselfFirst:)}$