Limits and Continuity Homework

Directions: Write legibly and in pencil. Complete the homework on time and by yourself. For each problem, write the instructions, label the solution, show all steps, and write the final answer in a sentence. Do not turn in your scratch work. Staple your pages together, in the correct order, and use this page as a cover sheet.

(1) Evaluate the limit, if the limit exists.

(2) Evaluate the limit, if the limit exists.

(3) Evaluate the limit, if the limit exists.

(4) Evaluate the limit, if the limit exists.

(5) Evaluate the limit, if the limit exists.

(6) Evaluate the limit, if the limit exists.

(7) Evaluate the limit, assuming the limit exists.

(8) Evaluate the limit, if the limit exists.

(9) Evaluate the limit, if the limit exists.

(10) Evaluate the limit, if the limit exists.

(11) Evaluate the limit, if the limit exists.

(12) Let and be the functions defined by

.

.

Are and continuous at Explain.

(13) Given that the function

.

is continuous at the point what is the value of Explain.

(14) Given that the function

.

is continuous at the point what is the value of Explain.

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Cite this as:
Limits And Continuity Homework
Published by Library of Math -- Online math organized by subject into topics.
Written by Smith, David A.
http://www.libraryofmath.com/limits-and-continuity-homework.html