can somebody help me (w+2)(w+12)??
\[w ^{2}+14w+24\]
Use the F.O.I.L method. It's very easy. (First, Outer, Inner, Last) (w + 2)(w + 12) w and w are first. So multiply them together and you get w^2. w and 12 are outer. So multiply them together and you get 12w. 2 and w are inner. Multiply them and get 2w. 2 and 12 are last. Multiply them and get 24. We're left with w^2 + 12w + 2w + 24 Combine like terms. (12w and 2w) w^2 + 14w + 24 Does this help you understand it? (:
Are you good, or are you confused? @bethanybritton
You are making us concerned lol. Usually silence is a sign of confusion.
confused im sorry lml im not good at math at all
i never heard of da f.o.i.l @BunnyBree
OK, but you know distributive property, right?
yes
Ok, so you can distribute factor like this: |dw:1416542919233:dw| Follow me? Now distribute again:|dw:1416543013641:dw| And you have \(w^2 + 2w + 12w + 24\). Now combine like terms. You only have \(2w\) and \(12w\) to combine. So you have final answer: \(\boxed{w^2 + 14w + 24}\) Does that make sense?
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