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Find vertical asymtotes for (x^3-10x^2+16x)/(x^2-8x) I know that x cannot equal 0 or 8, where do I go from here?
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ok I gotcha
ya still there?
yes i am
one sec while I figure it out
is there any way you can plug that in using the equation editor for me?
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\[(x^3-10x^2+16x)/(x^2-8x)\]
Tell me the steps on how to attain the answer, I don't need to know the answer I need to know the how rather than end, thanks!
This problem is sort of a trick question.\[\frac{x^3-10 x^2+16 x}{x^2-8 x}=x-2 \]A plot is attached.
could I see this done arithmetically?
there are no vertical asymptotes
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\[\frac{x^3-10 x^2+16 x}{x^2-8 x}=\frac{((x-8) (x-2) x)}{((x-8) x)}=x-2 \]
am I right rob?
@llkramer Yes.
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