SOLUTION: Given: F(x)=(x^3(x+6)^6(x-2)^4(x+2)^7)/(x^5(x+6)^6(x+2)^4(x-3)^2) The vertical asymptotes of F are at x=

SOLUTION: Given: F(x)=(x^3(x+6)^6(x-2)^4(x+2)^7)/(x^5(x+6)^6(x+2)^4(x-3)^2) The vertical asymptotes of F are at x=

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Question 1113716: Given: F(x)=(x^3(x+6)^6(x-2)^4(x+2)^7)/(x^5(x+6)^6(x+2)^4(x-3)^2)
The vertical asymptotes of F are at x=
Answer by Boreal(15235) (Show Source): You can put this solution on YOUR website!
Set the denominator equal to 0
The roots would be x=0, x=-6, x=-2 and x=3
They make the denominator equal to 0 and the fraction undefined.
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