16. Let f be the function defined 4 f(x) = x-2 sess (A) I only (B) II only if x #2 if x = 2 (C) III only (D) I and II only (E) I. II. and III Which of the following statements about f are true? Lf has a limit at x = 2. II. f is continuous at x = 2. III. is differentiable at x = 2.

Question

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Let

f

be the function defined

f (x) = {\frac{x ^{2} - 4}{x - 2} 1 if x \neq = 2 if x = 2

Which of the following statements about

f

are true? 1.

f

has a limit at

x = 2

. II.

f

is continuous at

x = 2

. 16. III.

\int

is differentiable at

x = 2

. (A) I only (C) III only (B) II only (D) 1 and II only (E) I. II. and III

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Expert Answer to - 16. Let f be the function defined 4 f(x) = x-2 sess (A) I only (B) II only if x #2 if x = 2 (C) III

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Solution for - 16. Let f be the function defined 4 f(x) = x-2 sess (A) I only (B) II only if x #2 if x = 2 (C) III

Answer

This an additional answer to - 16. Let f be the function defined 4 f(x) = x-2 sess (A) I only (B) II only if x #2 if x = 2 (C) III

(Solved): 16. Let f be the function defined 4 f(x) = x-2 sess (A) I only (B) II only if x #2 if x = 2 (C) III ...

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