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Factoring by grouping.. 7w^2+14w+wb+2b How?
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here is the first step \[(7w^2+14w)+(wb+2b)\] then pull a 7w out of the first one and a b out of the second one
you need to ull 7w out of the first oen. you want the final two factors in parenthesis to be equal
Answered previously to fast.. \[7w(w+2)+b(w+2) \to (7w+b)(w+2)\]
perfect
\[(7w ^{2}+14w)+(wb+2b)\] Factor out common terms \[7w(w+2) +b(w+2)\] simplify \[(7w+b)(w+2)\]
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OH! I see now thank youuuuu that makes the rest of the problems oh so much easier.
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