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Math  /  Calculus

QuestionEvaluate f(x)=x2−8xx2−7x−8f(x)=\frac{x^{2}-8 x}{x^{2}-7 x-8} at x=0,−0.5,−0.9,−0.95,−0.99,−0.999,−2,−1.5,−1.1,−1.01,−1.001x=0,-0.5,-0.9,-0.95,-0.99,-0.999,-2,-1.5,-1.1,-1.01,-1.001. Find lim⁡x→−1f(x)\lim_{x \to -1} f(x) to six decimal places.

Studdy Solution
implify further to get the limit.
lim⁡x→−x−8xx−7x−8=90\lim{x \rightarrow-} \frac{x^{}-8 x}{x^{}-7 x-8}=\frac{9}{0}Since division by zero is undefined, the limit does not exist (NE).

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