Exit Ticket for Day 9 of Calculus
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Becerra Gurrola, Luis
Bennett, Jasmine
Botello, Lisa
Garvin, Andrew
Hooper, Halie
Schminke, Luke
White, Maliah
KEY
1. Is the following function "continuous" or "discontinuous"?
continuous
discontinuous
2. The following function is discontinuous. At what value of t does the discontinuity occur?
0
1
TRICK QUESTION: This function is continuous.
1
3. Classify the discontinuity in the previous function (from question 2).
jump
removable
infinite
Other:
4. Decide if the function (given below) is continuous at the given point. If it is discontinuous, what type of discontinuity is it?
removable discontinuity
jump discontinuity
continuous
infinite discontinuity
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