Continuity of Functions True or False

1.	Consider the following statements: I. f(c) is defined II. exists III. We say "f is continuous at c" if which of the following statements hold? -> I True False
2.	Which of the statements is true about the function f graphed below? -> f is discontinuous at x = 1 because True False
3.	Let Identify all points at which f is discontinuous. -> x = 1, x = 2 True False
4.	Identify all points at which f is discontinuous. -> x = 1, x = -2 True False
5.	On which of the following intervals is f continuous? -> (0, 3) True False
6.	On which of the following intervals is f discontinuous? -> (3, 4) True False
7.	Let On which of the following intervals is f continuous? -> (-2, 0) True False
8.	Let On which of the following intervals is f(x) continuous? -> (-1, 1) True False
9.	Let f(x) = x + 1 and g(x) = x – 1. Which of the following statements is false? -> The function f + g is continuous at x = 1. True False
10.	Which of the following functions is not continuous? -> h(x) = tan(x) True False

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