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Factorize -3(x-2y) + 6(x-2y)^2
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is there a GCF ? start by pulling out the GCF
\(\large -3(x-2y) + 6(x-2y)^2\)
see that both terms, have \(3(x-2y)\) as common, so factor it out first
\(\large -3(x-2y) + 6(x-2y)^2 \) Factoring out GCF gives : \(\large 3(x-2y)[-1 + 2(x-2y)] \)
simplify the thing inside right 'square brackets'
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the basic way if you're confused, is to expand it first, then factorise the equation as a whole -3(x-2y)+6(x-2y)^2 =-3x+6y+6(x^2-2xy+4y^2) remove brackets, simplify and factorise
anwers= -3(x-2y)(4y+1-2x)
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