Calculus Quiz

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1. Find the limit, if it exists. $C:\Users\john.morris\Desktop\f1q18g2.jpg$

		1
		- 6
		- 1
		Does not exist

4 points

QUESTION 2

1. Find the limit. $C:\Users\john.morris\Desktop\f1q1g1.jpg$ (x3 + 5x2 - 7x + 1)

		15
		0
		29
		does not exist

4 points

QUESTION 3

1. Find the limit, if it exists. $C:\Users\john.morris\Desktop\f1q19g1.jpg$ $C:\Users\john.morris\Desktop\f1q19g2.jpg$

		3x2
		3x2 + 3xh + h2
		Does not exist
		0

4 points

QUESTION 4

1. Find the limit if it exists. $C:\Users\john.morris\Desktop\f1q7g1.jpg$ (x + 3)2(x - 3)3

		25
		1
		-125
		-3125

4 points

QUESTION 5

1. Because of their connection with secant lines, tangents, and instantaneous rates, limits of the form $C:\Users\john.morris\Desktop\f1q22g1.jpg$ $C:\Users\john.morris\Desktop\f1q22g2.jpg$ occur frequently in calculus. Evaluate this limit for the given value of x and function f. f(x) = $C:\Users\john.morris\Desktop\f1q22g3.jpg$ , x = 8

		Does not exist
		-1/32
		-16
		1/4

4 points

QUESTION 6

1. Find the limit. $C:\Users\john.morris\Desktop\f1q2g1.jpg$ (3x5 - 2x4 + 4x3 + x2 + 5)

		41
		57
		105
		169

4 points

QUESTION 7

1. Find the limit, if it exists. $C:\Users\john.morris\Desktop\f1q15g1.jpg$ $C:\Users\john.morris\Desktop\f1q15g2.jpg$

		Does not exist
		9
		0
		7

4 points

QUESTION 8

1. Find the limit, if it exists. $C:\Users\john.morris\Desktop\f1q12g1.jpg$ $C:\Users\john.morris\Desktop\f1q12g2 - Copy.jpg$

		Does not exist
		$C:\Users\john.morris\Desktop\f1q12g4.jpg$
		$C:\Users\john.morris\Desktop\f1q12g3.jpg$
		17x

4 points

QUESTION 9

1. Find the limit, if it exists. $C:\Users\john.morris\Desktop\f1q13g1.jpg$ $C:\Users\john.morris\Desktop\f1q13g2.jpg$

		0
		Does not exist
		1/4
		1/2

4 points

QUESTION 10

1. Find the limit if it exists.

$C:\Users\john.morris\Desktop\f1q8g1.jpg$ $C:\Users\john.morris\Desktop\f1q8g2.jpg$

		$C:\Users\john.morris\Desktop\f1q8g4.jpg$
		- $C:\Users\john.morris\Desktop\f1q8g4.jpg$
		-62
		62

4 points

QUESTION 11

1. Find the limit, if it exists.

$C:\Users\john.morris\Desktop\f1q16g1.jpg$ $C:\Users\john.morris\Desktop\f1q16g2.jpg$

		Does not exist
		$C:\Users\john.morris\Desktop\f1q16g3.jpg$
		0
		- $C:\Users\john.morris\Desktop\f1q16g4.jpg$

4 points

QUESTION 12

1. Find the limit, if it exists.

$C:\Users\john.morris\Desktop\f1q14g1.jpg$ $C:\Users\john.morris\Desktop\f1q14g2.jpg$

		Does not exist
		3
		1/3
		0

4 points

QUESTION 13

1. Find the limit, if it exists.

$C:\Users\john.morris\Desktop\f1q17g1.jpg$ $C:\Users\john.morris\Desktop\f1q17g2.jpg$

		0
		- 1
		Does not exist
		- $C:\Users\john.morris\Desktop\f1q16g4.jpg$

4 points

QUESTION 14

1. Because of their connection with secant lines, tangents, and instantaneous rates, limits of the

form $C:\Users\john.morris\Desktop\f1q23g1.jpg$ $C:\Users\john.morris\Desktop\f1q23g2.jpg$ occur frequently in calculus. Evaluate this limit for the given value of x and function f. f(x) = 5 $C:\Users\john.morris\Desktop\f1q23g3.jpg$ , x = 4

		Does not exist
		10
		5
		5/4

4 points

QUESTION 15

1. Find the limit if it exists. $C:\Users\john.morris\Desktop\f1q5g1.jpg$ 4x $C:\Users\john.morris\Desktop\f1q5g2.jpg$

		3/4
		1
		15/4
		3/16

4 points

QUESTION 16

1. Find the limit, if it exists. $C:\Users\john.morris\Desktop\f1q20g1.jpg$ $C:\Users\john.morris\Desktop\f1q20g2.jpg$

		-1
		1
		Does not exist
		0

4 points

QUESTION 17

1. Because of their connection with secant lines, tangents, and instantaneous rates, limits of the form $C:\Users\john.morris\Desktop\f1q25g1.jpg$ $C:\Users\john.morris\Desktop\f1q25g2.jpg$ occur frequently in calculus. Evaluate this limit for the given value of x and function f. f(x) = 3 $C:\Users\john.morris\Desktop\f1q25g3.jpg$ + 5, x = 16

		3/8
		6
		Does not exist
		24

4 points

QUESTION 18

1. Find the limit. $C:\Users\john.morris\Desktop\f1q4g1.jpg$ $C:\Users\john.morris\Desktop\f1q4g2.jpg$

		0
		1
		does not exist
		- 1/5

4 points

QUESTION 19

1. Find the limit. $C:\Users\john.morris\Desktop\f1q3g1.jpg$ $C:\Users\john.morris\Desktop\f1q3g2.jpg$

		does not exist
		±11
		11
		121

4 points

QUESTION 20

1. Find the limit if it exists. $C:\Users\john.morris\Desktop\f1q9g1.jpg$ (x + 24)1/3

		3
		9
		-3
		1

4 points

QUESTION 21

1. Because of their connection with secant lines, tangents, and instantaneous rates, limits of the form $C:\Users\john.morris\Desktop\f1q21g1.jpg$ $C:\Users\john.morris\Desktop\f1q21g2.jpg$ occur frequently in calculus. Evaluate this limit for the given value of x and function f. f(x) = $C:\Users\john.morris\Desktop\f1q21g3.jpg$ + 1, x = 6

		2
		1/3
		Does not exist
		3

4 points

QUESTION 22

1. Because of their connection with secant lines, tangents, and instantaneous rates, limits of the form $C:\Users\john.morris\Desktop\f1q24g1.jpg$ occur frequently in calculus. Evaluate this limit for the given value of x and function f. f(x) = $C:\Users\john.morris\Desktop\f1q24g3.jpg$ , x = 3

		Does not exist
		$C:\Users\john.morris\Desktop\f1q24g4.jpg$
		$C:\Users\john.morris\Desktop\f1q24g6.jpg$
		$C:\Users\john.morris\Desktop\f1q24g5.jpg$

4 points

QUESTION 23

1. Find the limit if it exists. $C:\Users\john.morris\Desktop\f1q6g1.jpg$ x3/4

		64
		192
		3/4
		256

4 points

QUESTION 24

1. Find the limit, if it exists. $C:\Users\john.morris\Desktop\f1q11g1.jpg$ $C:\Users\john.morris\Desktop\f1q11g2.jpg$

		1/2
		2
		1
		Does not exist

4 points

QUESTION 25

1. Find the limit, if it exists. $C:\Users\john.morris\Desktop\f1q10g1.jpg$ $C:\Users\john.morris\Desktop\f1q10g2.jpg$

		0
		5
		Does not exist
		-8