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Unit 1 Exam - Limits and Continuity

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Last updated over 5 years ago
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Question 1
1.

Find each limit. Show your work.

Question 2
2.

Find each limit. Show your work.

Question 3
3.

Find each limit. Show your work.

Question 4
4.

Find each limit. Show your work.

Question 5
5.

Find each limit. Show your work.

Question 6
6.

Find each limit. Show your work.

Question 7
7.

Find each limit. Show your work.

Question 8
8.

Find each limit. Show your work.

Question 9
9.

Use the piecewise function to find the indicated limits or state that the limit does not exist.

Question 10
10.


We have released a new and improved Graphing question type! Students will no longer be able to answer this question.
Question 11
11.

Use the function f(x) = | x |

Question 12
12.

Use the function f(x) = | x |

Question 13
13.

Use the function f(x) = | x |

Question 14
14.

Use the function f(x) = | x |

Question 15
15.

Is the function f(x) = | x |continuous at x = 0? Justify your answer.

Question 16
16.

Find each limit or function value.

Question 17
17.

Find each limit or function value.

Question 18
18.

Find each limit or function value.

Question 19
19.

Find each limit or function value.

Question 20
20.

Find each limit or function value.

Question 21
21.

Find each limit or function value.

Question 22
22.

Find each limit or function value.

Question 23
23.

Find each limit or function value.

Question 24
24.

Identify any horizontal and vertical asymptotes. Show your work using proper notation to justify your answers.

Question 25
25.

Identify all points of discontinuity and name the type of discontinuity.

Question 26
26.

Identify all points of discontinuity and name the type of discontinuity.


Question 27
27.

Use the Intermediate Value Theorem to determine if the given function has a zero in the specified interval. Do not attempt to locate any zeros.

Question 28
28.

Question 29
29.

Question 30
30.

The figure above shows the graph of a function f with domain 0 ≤ x ≤ 4. Which of the following statements are true?