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Factor each polynominal 44a^2+11a Can anyone show me how to work this?
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Well, the first thing in these cases is always to see that a * a = a^2, so you have: \[\begin{align} 44a^2 &+ 11a\\ 44a\cdot a &+ 11a \end{align}\] In that case, you can factor an \(a\) out: \[a(44a + 11)\] Does that make sense?
Yes
You can also factor out an 11: \[11a(4a+1)\]
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