Review Multiple Choice: Circle the correct answer. Only one answer for each ques

Question

Review Multiple Choice: Circle the correct answer. Only one answer for each question should be circled. The statement "Whether or not x rightarrow a^lim f(x) exists depends on how f(a) is defined" is sometimes true always true never true If a function, f, is not defined at x = a, then x rightarrow a^lim f(x) cannot exist. x x rightarrow a^lim f(x) could be 0. rightarrow a^lim f(x) must approach infinity. None of the above. If x rightarrow a^lim f(x) exists and f(a) exists, then f(x) is continuous at x = a. f(x) cannot be continuous at x = a. f(x) must be continuous at x = a. None of the above.

Explanation / Answer

b

a

a

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