,TESTBANK for Calculus, 12th Edition Ron Larson
Notes
1- All Chapters are step by step.
2- We have shown you 10 pages.
3- The file contains all Appendix and Excel
sheet if it exists.
4- We have all what you need, we make
update at every time. There are many new
editions waiting you.
5- If you think you purchased the wrong file
You can contact us at every time, we can
replace it with true one.
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,Section 1.1 - Graphs of Equations
1. Determine which of the following points lies on the graph of the equation.
a. (2, 10)
b. (2, 9)
c. (2, 8)
d. (9, 8)
e. (3, 8)
ANSWER: c
POINTS: 1
REFERENCES: 1.1.7
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 7/5/2021 11:58 PM
2. Determine which of the following points lies on the graph of the equation.
y = |x – 2| + 4
a. (5, 7)
b. (5, 9)
c. (5, 8)
d. (8, 7)
e. (6, 7)
ANSWER: a
POINTS: 1
REFERENCES: 1.1.11
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 7/5/2021 11:58 PM
3. Write the standard form of the equation of the circle with the given characteristics.
Endpoints of a diameter: (2, 2), (12, 2)
a.
b.
c.
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,Section 1.1 - Graphs of Equations
d.
e.
ANSWER: e
POINTS: 1
REFERENCES: 1.1.68
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 5/8/2015 11:33 AM
4. Write the standard form of the equation of the circle with the given characteristics.
Center:(3, 1); Radius: 7
a.
b.
c.
d.
e.
ANSWER: a
POINTS: 1
REFERENCES: 1.1.63
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 9/15/2014 9:16 AM
5. Find the center and radius of the circle, and sketch its graph.
a. Center (0, 0), Radius 16
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,Section 1.1 - Graphs of Equations
b. Center (0, 0), Radius 4
c. Center (0, 0), Radius 4
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,Section 1.1 - Graphs of Equations
d. Center (0, 0), Radius 16
e. Center (0, 0), Radius 4
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,Section 1.1 - Graphs of Equations
ANSWER: c
POINTS: 1
REFERENCES: 1.1.69
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 7/5/2021 11:50 PM
6. Find the center and radius of the circle, and sketch its graph.
a.
Center , Radius
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,Section 1.1 - Graphs of Equations
b.
Center , Radius
c.
Center , Radius
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,Section 1.1 - Graphs of Equations
d.
Center , Radius
e.
Center , Radius
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, Section 1.1 - Graphs of Equations
ANSWER: e
POINTS: 1
REFERENCES: 1.1.73
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 7/5/2021 11:51 PM
7. Identify any intercepts and test for symmetry. Then sketch the graph of the equation.
y = x2 – 4x
a. x-intercepts : (0, 0), (4, 0)
y-intercept : (0, 0)
No symmetry
Copyright Cengage Learning. Powered by Cognero. Page 8
Notes
1- All Chapters are step by step.
2- We have shown you 10 pages.
3- The file contains all Appendix and Excel
sheet if it exists.
4- We have all what you need, we make
update at every time. There are many new
editions waiting you.
5- If you think you purchased the wrong file
You can contact us at every time, we can
replace it with true one.
Our email:
,Section 1.1 - Graphs of Equations
1. Determine which of the following points lies on the graph of the equation.
a. (2, 10)
b. (2, 9)
c. (2, 8)
d. (9, 8)
e. (3, 8)
ANSWER: c
POINTS: 1
REFERENCES: 1.1.7
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 7/5/2021 11:58 PM
2. Determine which of the following points lies on the graph of the equation.
y = |x – 2| + 4
a. (5, 7)
b. (5, 9)
c. (5, 8)
d. (8, 7)
e. (6, 7)
ANSWER: a
POINTS: 1
REFERENCES: 1.1.11
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 7/5/2021 11:58 PM
3. Write the standard form of the equation of the circle with the given characteristics.
Endpoints of a diameter: (2, 2), (12, 2)
a.
b.
c.
Copyright Cengage Learning. Powered by Cognero. Page 1
,Section 1.1 - Graphs of Equations
d.
e.
ANSWER: e
POINTS: 1
REFERENCES: 1.1.68
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 5/8/2015 11:33 AM
4. Write the standard form of the equation of the circle with the given characteristics.
Center:(3, 1); Radius: 7
a.
b.
c.
d.
e.
ANSWER: a
POINTS: 1
REFERENCES: 1.1.63
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 9/15/2014 9:16 AM
5. Find the center and radius of the circle, and sketch its graph.
a. Center (0, 0), Radius 16
Copyright Cengage Learning. Powered by Cognero. Page 2
,Section 1.1 - Graphs of Equations
b. Center (0, 0), Radius 4
c. Center (0, 0), Radius 4
Copyright Cengage Learning. Powered by Cognero. Page 3
,Section 1.1 - Graphs of Equations
d. Center (0, 0), Radius 16
e. Center (0, 0), Radius 4
Copyright Cengage Learning. Powered by Cognero. Page 4
,Section 1.1 - Graphs of Equations
ANSWER: c
POINTS: 1
REFERENCES: 1.1.69
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 7/5/2021 11:50 PM
6. Find the center and radius of the circle, and sketch its graph.
a.
Center , Radius
Copyright Cengage Learning. Powered by Cognero. Page 5
,Section 1.1 - Graphs of Equations
b.
Center , Radius
c.
Center , Radius
Copyright Cengage Learning. Powered by Cognero. Page 6
,Section 1.1 - Graphs of Equations
d.
Center , Radius
e.
Center , Radius
Copyright Cengage Learning. Powered by Cognero. Page 7
, Section 1.1 - Graphs of Equations
ANSWER: e
POINTS: 1
REFERENCES: 1.1.73
QUESTION TYPE: Multi-Mode (Multiple choice)
HAS VARIABLES: True
STUDENT ENTRY MODE: Basic
DATE CREATED: 6/10/2014 4:15 PM
DATE MODIFIED: 7/5/2021 11:51 PM
7. Identify any intercepts and test for symmetry. Then sketch the graph of the equation.
y = x2 – 4x
a. x-intercepts : (0, 0), (4, 0)
y-intercept : (0, 0)
No symmetry
Copyright Cengage Learning. Powered by Cognero. Page 8
