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Factor the gcf: -12x^3y^5-9x^2y^2 +12xy^3
Is it 3xy^2(-4x^2y^3 -3x + 4)
?
hmmm actually
\(-12x^3y^5-9x^2y^2 +12xy^3\implies \begin{cases} -12x^3y^5\implies &-2\cdot 2\cdot {\color{brown}{ 3}}\cdot x{\color{brown}{ x}} x\cdot y{\color{brown}{ yy}} yy\\ -9x^2y^2\implies& -3\cdot {\color{brown}{ 3}}\cdot {\color{brown}{ x}} x\cdot {\color{brown}{ yy}}\\ 12xy^3\implies &{\color{brown}{ 3}}\cdot 2\cdot 2\cdot {\color{brown}{ x}}\cdot {\color{brown}{ yy}} y \end{cases}\) rather so... which one you think it is anyway?
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3xy^2 is the gcf, but the rest of the answer I put out completes it, at least that's how I understand it.
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