Question

Factor Completely.
(m + n)b^2+ (m + n)b + 8(m + n)

Answer 1

Answer:

8b^3m^3n^3

Step-by-step explanation:

reorder the terms

combine exponents

simplify

Answer 2

Answer:

$(m+n)(b ^2 +b+8)$

Step-by-step explanation:

To factor the given expression completely, you can factor out the common factor of (m + n):

$(m+n)b ^2 +(m+n)b+8(m+n)$

Factor out (m + n):

$(m+n)(b ^2 +b+8)$

So, the completely factored form is $(m+n)(b ^2 +b+8)$.

I hope this helps!