Exit Ticket for Day 28 of Calculus
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Becerra Gurrola, Luis
Bennett, Jasmine
Botello, Lisa
Garvin, Andrew
Hooper, Halie
Schminke, Luke
White, Maliah
KEY
1. Consider the following graph. At x=1, the FIRST DERIVATIVE of this function is apparently ______.
zero
positive
undefined
negative
2. Using the same graph as in the previous question, at x=1 the SECOND DERIVATIVE of the function is apparently _____.
negative
undefined
zero
positive
3. Using the same graph as in the previous question, there is a local minimum of the function at x=0.208. Looking at the graph, the SECOND DERIVATIVE of the function at x=0.208 is apparently _________.
zero
undefined
negative
positive
4. On the following graph, where do you see an "inflection point"?
x=2.1
x=1
x=0
x=.18
These are review questions:
5. What is the derivative of this function? NOTE: All of the options below have a mistake the left side of each of them should be f'(x) not f(x).
Option 1
Option 2
Option 3
Option 4
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