This page contains peer generated questions that help you assess your understanding. Remember that questions may not represent the rigor of the questions you may be expected to complete on formal assessments. This page is simply an OFSA - opportunity for self assessment.

Click here for solution. Question 20
Click here for solution. Question 22
Click here for solution. Question 23
Click here for solution. Question 24
Click here for solution.

This page contains peer generated questions that help you assess your understanding. Remember that questions may not represent the rigor of the questions you may be expected to complete on formal assessments. This page is simply an OFSA - opportunity for self assessment.

Question 1## Table of Contents

evaluate

A. 6x+3h-5

B. 6x-5

C. 0

D. Does Not Exist (DNE)

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Question 2Evaluate

A. 1/4

B. 1

C. 2/5

D. Indeterminant

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Question 3Find the value of A that makes

continuous.

A. f(a) does not exist, so therefore the function is not continuous

B. 5

C. Undefined

D. 0

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Question 4a. Limit Does Not Exist

b. -6

c. -9

d. 6

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Question 5a. Limit Does Not Exist

b.

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Question 6Determine whether

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Find the derivative of the equation: f(x)Question 7(a) Find f'(a)

(b) Find f'(1), f'(4), and f'(9)

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Question 8a. Limit Does Not Exist

b. -20

c. 16

d. 32

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Question 9a. Limit Does Not Exist

b. -4/3

c. 2

d. 6

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Question 10a. Limit Does Not Exist

b. 0

c. 1/2

d. 2

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Question 11a. DNE

b. 0

c. 2

d. 1/2

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Question 12a. 0

b. DNE

c. 1/4

d. 2

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Question 13a. 1

b. -3/2

c. DNEd. 2/3Click here for solution.

Determine for which values of "a" f(x) would be a continuous function.Question 14a.13

b. 15/16

c. 9/16

d. Never Continuous

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Question 15a.1/9

b.

c.-1/9

d. DNE

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Question 16a. DNE

b. 1/3

c. 1/6

d. 1/12

e. none of the above

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Question 17a. DNE

b.

c.

d.

e. none of the above

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Question 18a. DNE

b. 1

c. 0

d. -1

e. none of the above

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Question 19a. DNE

b. 1

c. 0

d. -1

e. none of the above

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Question 20Click here for solution.

Question 22Click here for solution.

Question 23Click here for solution.

Question 24Click here for solution.