$$ lim_{x \to 11} \frac{sqrt{x - 10} - 11}{x - 6} $$

$$ lim_{x \to 11} \frac{sqrt{x - 10} - 11}{x - 6} $$

$$ lim_{x \to 11} \frac{sqrt{x - 10} - 11}{x - 6} $$

Answer

Explanation:

Step1: Substitute (x = 11) into the expression

Substitute (x = 11) into (\frac{\sqrt{x - 10}-11}{x - 6}). We get (\frac{\sqrt{11 - 10}-11}{11 - 6}=\frac{\sqrt{1}-11}{5}=\frac{1 - 11}{5}=\frac{- 10}{5}=-2)

Answer:

(-2)