SlideShare a Scribd company logo
1 of 5
Lesson 15: Locating OrderedPairs ontheCoordinatePlane
Date: 2/9/15 S.54
54
© 2013 Common Core, Inc. Some rightsreserved. commoncore.org
This work is licensed under a
Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License.
NYS COMMON CORE MATHEMATICS CURRICULUM 6•3Lesson 15
Lesson 15: Locating Ordered Pairs on the Coordinate Plane
Classwork
Example 1: Extendingthe AxesBeyond Zero
The point below represents zero on the number line. Draw a number lineto the right startingat zero. Then, follow
directions as provided by the teacher.
Example 2: Componentsof the Coordinate Plane
All points on the coordinateplaneare described with reference to the origin. Whatis the origin, and what areits
coordinates?
To describelocationsof points in the coordinateplanewe use of numbers.
Order is important,so on the coordinateplanewe use the form ( ). The firstcoordinaterepresents the
point’s location fromzero on the -axis,and the second coordinaterepresents the point’s location fromzero on
the -axis.
Lesson 15: Locating OrderedPairs ontheCoordinatePlane
Date: 2/9/15 S.55
55
© 2013 Common Core, Inc. Some rightsreserved. commoncore.org
This work is licensed under a
Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License.
NYS COMMON CORE MATHEMATICS CURRICULUM 6•3Lesson 15
Exercises
1. Use the coordinateplanebelow to answer parts (a)–(c):
a. Graph at leastfive points on the 𝑥-axis and label their
coordinates.
b. What do the coordinates of your points have in common?
c. What must be true aboutany point that lies on the 𝑥-axis?
Explain.
2. Use the coordinateplaneto answer parts (a)–(c):
a. Graph at leastfive points on the 𝑦-axis and label their coordinates.
b. What do the coordinates of your points have in common?
c. What must be true aboutany point that lies on the 𝑦-axis? Explain.
3. If the origin is theonly point with 0 for both coordinates,what must be true about the origin?
Lesson 15: Locating OrderedPairs ontheCoordinatePlane
Date: 2/9/15 S.56
56
© 2013 Common Core, Inc. Some rightsreserved. commoncore.org
This work is licensed under a
Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License.
NYS COMMON CORE MATHEMATICS CURRICULUM 6•3Lesson 15
Example 3: Quadrants of the Coordinate Plane
Exercises
4. Locate and label each point described by the ordered pairs below. Indicatewhich of the quadrants the points liein.
a. (7,2)
b. (3, −4)
c. (1, −5)
d. (−3,8)
e. (−2, −1)
Lesson 15: Locating OrderedPairs ontheCoordinatePlane
Date: 2/9/15 S.57
57
© 2013 Common Core, Inc. Some rightsreserved. commoncore.org
This work is licensed under a
Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License.
NYS COMMON CORE MATHEMATICS CURRICULUM 6•3Lesson 15
5. Write the coordinates of at leastone other point in each of the four quadrants.
a. QuadrantI
b. QuadrantII
c. QuadrantIII
d. QuadrantIV
6. Do you see any similarities in thepoints within each quadrant? Explain your reasoning.
Lesson 15: Locating OrderedPairs ontheCoordinatePlane
Date: 2/9/15 S.58
58
© 2013 Common Core, Inc. Some rightsreserved. commoncore.org
This work is licensed under a
Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License.
NYS COMMON CORE MATHEMATICS CURRICULUM 6•3Lesson 15
Problem Set
1. Name the quadrantin which each of the points lies. If the point does not liein a quadrant, specify which axis the
point lies on.
a. (−2,5)
b. (9.2, 7)
c. (0, −4)
d. (8, −4)
e. (−1, −8)
2. Jackieclaims thatpoints with the same 𝑥- and 𝑦-coordinates must liein QuadrantI or QuadrantIII. Do you agree or
disagree? Explain your answer.
3. Locate and label each set of points on the coordinateplane. Describe
similarities of the ordered pairs in each set and describethe points on the
plane.
a. {(−2,5), (−2,2), (−2,7), (−2, −3), (−2, .8)}
b. {(−9,9), (−4,4), (−2,2), (1, −1), (3, −3), (0,0)}
c. {(−7, −8), (5, −8), (0, −8), (10, −8), (−3, −8)}
4. Locate and label atleastfive points on the coordinateplanethat have an
𝑥-coordinateof 6.
a. What is true of the 𝑦-coordinates below the 𝑥-axis?
b. What is true of the 𝑦-coordinates abovethe 𝑥-axis?
c. What must be true of the 𝑦-coordinates on the 𝑥-axis?
LessonSummary
 The 𝑥-axis and 𝑦-axis of the coordinateplaneare number lines thatintersect at zero on each number line.
 The axes create four quadrants in the coordinateplane.
 Points in the coordinateplanelieeither on an axis or in one of the four quadrants.

More Related Content

What's hot

Pc8-3 3D Vectors Notes
Pc8-3 3D Vectors NotesPc8-3 3D Vectors Notes
Pc8-3 3D Vectors Notesvhiggins1
 
3.1 Quadratic Functions and Models
3.1 Quadratic Functions and Models3.1 Quadratic Functions and Models
3.1 Quadratic Functions and Modelssmiller5
 
Basic formulas
Basic formulasBasic formulas
Basic formulasliceo4B
 
Examen final (2 d 10)
Examen final (2 d   10)Examen final (2 d   10)
Examen final (2 d 10)ACceresMamani
 
5.1 writing linear equations day 1
5.1 writing linear equations   day 15.1 writing linear equations   day 1
5.1 writing linear equations day 1bweldon
 
Introduction to homography
Introduction to homographyIntroduction to homography
Introduction to homographyShih-Hsiang Lin
 
1.1.3 Midpoint and Partitions
1.1.3 Midpoint and Partitions1.1.3 Midpoint and Partitions
1.1.3 Midpoint and Partitionssmiller5
 
1.1.2 Segment Addition Postulate
1.1.2 Segment Addition Postulate1.1.2 Segment Addition Postulate
1.1.2 Segment Addition Postulatesmiller5
 
5 1 Linear Functions
5 1 Linear Functions5 1 Linear Functions
5 1 Linear Functionstaco40
 
Day 3 angles in polygons
Day 3 angles in polygonsDay 3 angles in polygons
Day 3 angles in polygonsErik Tjersland
 
Obj. 7 Midpoint and Distance Formulas
Obj. 7 Midpoint and Distance FormulasObj. 7 Midpoint and Distance Formulas
Obj. 7 Midpoint and Distance Formulassmiller5
 
Finding Point-Slope Equations
Finding Point-Slope EquationsFinding Point-Slope Equations
Finding Point-Slope Equationsmalonjor
 

What's hot (20)

Planar graph
Planar graphPlanar graph
Planar graph
 
Coordinates
CoordinatesCoordinates
Coordinates
 
Es1 taybi 24 1-2019
Es1 taybi 24 1-2019Es1 taybi 24 1-2019
Es1 taybi 24 1-2019
 
Pc8-3 3D Vectors Notes
Pc8-3 3D Vectors NotesPc8-3 3D Vectors Notes
Pc8-3 3D Vectors Notes
 
Ml lesson 4 7
Ml lesson 4 7Ml lesson 4 7
Ml lesson 4 7
 
3.1 Quadratic Functions and Models
3.1 Quadratic Functions and Models3.1 Quadratic Functions and Models
3.1 Quadratic Functions and Models
 
8 2 Notes
8 2 Notes8 2 Notes
8 2 Notes
 
Basic formulas
Basic formulasBasic formulas
Basic formulas
 
Matrix determinant
Matrix determinantMatrix determinant
Matrix determinant
 
Examen final (2 d 10)
Examen final (2 d   10)Examen final (2 d   10)
Examen final (2 d 10)
 
5.1 writing linear equations day 1
5.1 writing linear equations   day 15.1 writing linear equations   day 1
5.1 writing linear equations day 1
 
Introduction to homography
Introduction to homographyIntroduction to homography
Introduction to homography
 
1.1.3 Midpoint and Partitions
1.1.3 Midpoint and Partitions1.1.3 Midpoint and Partitions
1.1.3 Midpoint and Partitions
 
1.1.2 Segment Addition Postulate
1.1.2 Segment Addition Postulate1.1.2 Segment Addition Postulate
1.1.2 Segment Addition Postulate
 
April 1
April 1April 1
April 1
 
5 1 Linear Functions
5 1 Linear Functions5 1 Linear Functions
5 1 Linear Functions
 
Pre-Cal 40S May 12, 2009
Pre-Cal 40S May 12, 2009Pre-Cal 40S May 12, 2009
Pre-Cal 40S May 12, 2009
 
Day 3 angles in polygons
Day 3 angles in polygonsDay 3 angles in polygons
Day 3 angles in polygons
 
Obj. 7 Midpoint and Distance Formulas
Obj. 7 Midpoint and Distance FormulasObj. 7 Midpoint and Distance Formulas
Obj. 7 Midpoint and Distance Formulas
 
Finding Point-Slope Equations
Finding Point-Slope EquationsFinding Point-Slope Equations
Finding Point-Slope Equations
 

Similar to G6 m3-c-lesson 15-s

G6 m3-c-lesson 17-s
G6 m3-c-lesson 17-sG6 m3-c-lesson 17-s
G6 m3-c-lesson 17-smlabuski
 
G6 m3-c-lesson 15-t
G6 m3-c-lesson 15-tG6 m3-c-lesson 15-t
G6 m3-c-lesson 15-tmlabuski
 
G6 m3-c-lesson 15-t
G6 m3-c-lesson 15-tG6 m3-c-lesson 15-t
G6 m3-c-lesson 15-tmlabuski
 
G6 m3-c-lesson 16-s
G6 m3-c-lesson 16-sG6 m3-c-lesson 16-s
G6 m3-c-lesson 16-smlabuski
 
G6 m3-c-lesson 16-t
G6 m3-c-lesson 16-tG6 m3-c-lesson 16-t
G6 m3-c-lesson 16-tmlabuski
 
G6 m3-c-lesson 17-t
G6 m3-c-lesson 17-tG6 m3-c-lesson 17-t
G6 m3-c-lesson 17-tmlabuski
 
G6 m3-c-lesson 14-s
G6 m3-c-lesson 14-sG6 m3-c-lesson 14-s
G6 m3-c-lesson 14-smlabuski
 
MA1310 Week 6 Polar Coordinates and Complex NumbersThis lab req.docx
MA1310 Week 6 Polar Coordinates and Complex NumbersThis lab req.docxMA1310 Week 6 Polar Coordinates and Complex NumbersThis lab req.docx
MA1310 Week 6 Polar Coordinates and Complex NumbersThis lab req.docxinfantsuk
 
G6 m5-b-lesson 8-s
G6 m5-b-lesson 8-sG6 m5-b-lesson 8-s
G6 m5-b-lesson 8-smlabuski
 
G6 m3-c-lesson 16-s
G6 m3-c-lesson 16-sG6 m3-c-lesson 16-s
G6 m3-c-lesson 16-smlabuski
 
Hussam Malibari Heckman MAT 242 Spring 2017Assignment Chapte.docx
Hussam Malibari Heckman MAT 242 Spring 2017Assignment Chapte.docxHussam Malibari Heckman MAT 242 Spring 2017Assignment Chapte.docx
Hussam Malibari Heckman MAT 242 Spring 2017Assignment Chapte.docxwellesleyterresa
 
G6 m3-a-lesson 6-s
G6 m3-a-lesson 6-sG6 m3-a-lesson 6-s
G6 m3-a-lesson 6-smlabuski
 
G6 m3-c-lesson 17-t
G6 m3-c-lesson 17-tG6 m3-c-lesson 17-t
G6 m3-c-lesson 17-tmlabuski
 
Geothermal-Energy Science 9 - Junior Hihg School
Geothermal-Energy Science 9 - Junior Hihg SchoolGeothermal-Energy Science 9 - Junior Hihg School
Geothermal-Energy Science 9 - Junior Hihg SchoolHenryViernes
 
Permutations and Combinations IIT JEE+Olympiad Lecture 4
Permutations and Combinations IIT JEE+Olympiad Lecture 4Permutations and Combinations IIT JEE+Olympiad Lecture 4
Permutations and Combinations IIT JEE+Olympiad Lecture 4Parth Nandedkar
 
Salem Almarar Heckman MAT 242 Spring 2017Assignment Chapter .docx
Salem Almarar Heckman MAT 242 Spring 2017Assignment Chapter .docxSalem Almarar Heckman MAT 242 Spring 2017Assignment Chapter .docx
Salem Almarar Heckman MAT 242 Spring 2017Assignment Chapter .docxanhlodge
 
G6 m3-c-lesson 19-s
G6 m3-c-lesson 19-sG6 m3-c-lesson 19-s
G6 m3-c-lesson 19-smlabuski
 
G6 m3-c-lesson 18-s
G6 m3-c-lesson 18-sG6 m3-c-lesson 18-s
G6 m3-c-lesson 18-smlabuski
 

Similar to G6 m3-c-lesson 15-s (20)

G6 m3-c-lesson 17-s
G6 m3-c-lesson 17-sG6 m3-c-lesson 17-s
G6 m3-c-lesson 17-s
 
G6 m3-c-lesson 15-t
G6 m3-c-lesson 15-tG6 m3-c-lesson 15-t
G6 m3-c-lesson 15-t
 
G6 m3-c-lesson 15-t
G6 m3-c-lesson 15-tG6 m3-c-lesson 15-t
G6 m3-c-lesson 15-t
 
G6 m3-c-lesson 16-s
G6 m3-c-lesson 16-sG6 m3-c-lesson 16-s
G6 m3-c-lesson 16-s
 
G6 m3-c-lesson 16-t
G6 m3-c-lesson 16-tG6 m3-c-lesson 16-t
G6 m3-c-lesson 16-t
 
G6 m3-c-lesson 17-t
G6 m3-c-lesson 17-tG6 m3-c-lesson 17-t
G6 m3-c-lesson 17-t
 
G6 m3-c-lesson 14-s
G6 m3-c-lesson 14-sG6 m3-c-lesson 14-s
G6 m3-c-lesson 14-s
 
MA1310 Week 6 Polar Coordinates and Complex NumbersThis lab req.docx
MA1310 Week 6 Polar Coordinates and Complex NumbersThis lab req.docxMA1310 Week 6 Polar Coordinates and Complex NumbersThis lab req.docx
MA1310 Week 6 Polar Coordinates and Complex NumbersThis lab req.docx
 
G6 m5-b-lesson 8-s
G6 m5-b-lesson 8-sG6 m5-b-lesson 8-s
G6 m5-b-lesson 8-s
 
G6 m3-c-lesson 16-s
G6 m3-c-lesson 16-sG6 m3-c-lesson 16-s
G6 m3-c-lesson 16-s
 
Hussam Malibari Heckman MAT 242 Spring 2017Assignment Chapte.docx
Hussam Malibari Heckman MAT 242 Spring 2017Assignment Chapte.docxHussam Malibari Heckman MAT 242 Spring 2017Assignment Chapte.docx
Hussam Malibari Heckman MAT 242 Spring 2017Assignment Chapte.docx
 
3rd Semester Computer Science and Engineering (ACU) Question papers
3rd Semester Computer Science and Engineering  (ACU) Question papers3rd Semester Computer Science and Engineering  (ACU) Question papers
3rd Semester Computer Science and Engineering (ACU) Question papers
 
G6 m3-a-lesson 6-s
G6 m3-a-lesson 6-sG6 m3-a-lesson 6-s
G6 m3-a-lesson 6-s
 
G6 m3-c-lesson 17-t
G6 m3-c-lesson 17-tG6 m3-c-lesson 17-t
G6 m3-c-lesson 17-t
 
Geothermal-Energy Science 9 - Junior Hihg School
Geothermal-Energy Science 9 - Junior Hihg SchoolGeothermal-Energy Science 9 - Junior Hihg School
Geothermal-Energy Science 9 - Junior Hihg School
 
Permutations and Combinations IIT JEE+Olympiad Lecture 4
Permutations and Combinations IIT JEE+Olympiad Lecture 4Permutations and Combinations IIT JEE+Olympiad Lecture 4
Permutations and Combinations IIT JEE+Olympiad Lecture 4
 
Salem Almarar Heckman MAT 242 Spring 2017Assignment Chapter .docx
Salem Almarar Heckman MAT 242 Spring 2017Assignment Chapter .docxSalem Almarar Heckman MAT 242 Spring 2017Assignment Chapter .docx
Salem Almarar Heckman MAT 242 Spring 2017Assignment Chapter .docx
 
Lesson 18-20.pptx
Lesson 18-20.pptxLesson 18-20.pptx
Lesson 18-20.pptx
 
G6 m3-c-lesson 19-s
G6 m3-c-lesson 19-sG6 m3-c-lesson 19-s
G6 m3-c-lesson 19-s
 
G6 m3-c-lesson 18-s
G6 m3-c-lesson 18-sG6 m3-c-lesson 18-s
G6 m3-c-lesson 18-s
 

More from mlabuski

Quiz week 1 & 2 study guide
Quiz week 1 & 2 study guideQuiz week 1 & 2 study guide
Quiz week 1 & 2 study guidemlabuski
 
Quiz week 1 & 2 practice
Quiz week 1 & 2 practiceQuiz week 1 & 2 practice
Quiz week 1 & 2 practicemlabuski
 
Welcome to social studies
Welcome to social studiesWelcome to social studies
Welcome to social studiesmlabuski
 
Team orion supply list 15 16
Team orion supply list 15 16Team orion supply list 15 16
Team orion supply list 15 16mlabuski
 
Literature letter graphic organizer
Literature letter graphic organizerLiterature letter graphic organizer
Literature letter graphic organizermlabuski
 
Team orion supply list 15 16
Team orion supply list 15 16Team orion supply list 15 16
Team orion supply list 15 16mlabuski
 
Literature letters revised
Literature letters revisedLiterature letters revised
Literature letters revisedmlabuski
 
Final exam review sheet # 2 2015
Final exam review sheet # 2 2015Final exam review sheet # 2 2015
Final exam review sheet # 2 2015mlabuski
 
Final exam review sheet # 3 2015
Final exam review sheet # 3 2015Final exam review sheet # 3 2015
Final exam review sheet # 3 2015mlabuski
 
Final exam review sheet # 1 2015
Final exam review sheet # 1 2015Final exam review sheet # 1 2015
Final exam review sheet # 1 2015mlabuski
 
Lessons 12 13 merged
Lessons 12 13 mergedLessons 12 13 merged
Lessons 12 13 mergedmlabuski
 
Mod 5 lesson 12 13
Mod 5 lesson 12 13Mod 5 lesson 12 13
Mod 5 lesson 12 13mlabuski
 
G6 m5-c-lesson 13-t
G6 m5-c-lesson 13-tG6 m5-c-lesson 13-t
G6 m5-c-lesson 13-tmlabuski
 
G6 m5-c-lesson 13-s
G6 m5-c-lesson 13-sG6 m5-c-lesson 13-s
G6 m5-c-lesson 13-smlabuski
 
G6 m5-c-lesson 12-t
G6 m5-c-lesson 12-tG6 m5-c-lesson 12-t
G6 m5-c-lesson 12-tmlabuski
 
G6 m5-c-lesson 12-s
G6 m5-c-lesson 12-sG6 m5-c-lesson 12-s
G6 m5-c-lesson 12-smlabuski
 
Mod 5 lesson 9
Mod 5 lesson 9Mod 5 lesson 9
Mod 5 lesson 9mlabuski
 
G6 m5-b-lesson 9-t
G6 m5-b-lesson 9-tG6 m5-b-lesson 9-t
G6 m5-b-lesson 9-tmlabuski
 
G6 m5-b-lesson 9-s
G6 m5-b-lesson 9-sG6 m5-b-lesson 9-s
G6 m5-b-lesson 9-smlabuski
 
Mod 5 lesson 8
Mod 5 lesson 8Mod 5 lesson 8
Mod 5 lesson 8mlabuski
 

More from mlabuski (20)

Quiz week 1 & 2 study guide
Quiz week 1 & 2 study guideQuiz week 1 & 2 study guide
Quiz week 1 & 2 study guide
 
Quiz week 1 & 2 practice
Quiz week 1 & 2 practiceQuiz week 1 & 2 practice
Quiz week 1 & 2 practice
 
Welcome to social studies
Welcome to social studiesWelcome to social studies
Welcome to social studies
 
Team orion supply list 15 16
Team orion supply list 15 16Team orion supply list 15 16
Team orion supply list 15 16
 
Literature letter graphic organizer
Literature letter graphic organizerLiterature letter graphic organizer
Literature letter graphic organizer
 
Team orion supply list 15 16
Team orion supply list 15 16Team orion supply list 15 16
Team orion supply list 15 16
 
Literature letters revised
Literature letters revisedLiterature letters revised
Literature letters revised
 
Final exam review sheet # 2 2015
Final exam review sheet # 2 2015Final exam review sheet # 2 2015
Final exam review sheet # 2 2015
 
Final exam review sheet # 3 2015
Final exam review sheet # 3 2015Final exam review sheet # 3 2015
Final exam review sheet # 3 2015
 
Final exam review sheet # 1 2015
Final exam review sheet # 1 2015Final exam review sheet # 1 2015
Final exam review sheet # 1 2015
 
Lessons 12 13 merged
Lessons 12 13 mergedLessons 12 13 merged
Lessons 12 13 merged
 
Mod 5 lesson 12 13
Mod 5 lesson 12 13Mod 5 lesson 12 13
Mod 5 lesson 12 13
 
G6 m5-c-lesson 13-t
G6 m5-c-lesson 13-tG6 m5-c-lesson 13-t
G6 m5-c-lesson 13-t
 
G6 m5-c-lesson 13-s
G6 m5-c-lesson 13-sG6 m5-c-lesson 13-s
G6 m5-c-lesson 13-s
 
G6 m5-c-lesson 12-t
G6 m5-c-lesson 12-tG6 m5-c-lesson 12-t
G6 m5-c-lesson 12-t
 
G6 m5-c-lesson 12-s
G6 m5-c-lesson 12-sG6 m5-c-lesson 12-s
G6 m5-c-lesson 12-s
 
Mod 5 lesson 9
Mod 5 lesson 9Mod 5 lesson 9
Mod 5 lesson 9
 
G6 m5-b-lesson 9-t
G6 m5-b-lesson 9-tG6 m5-b-lesson 9-t
G6 m5-b-lesson 9-t
 
G6 m5-b-lesson 9-s
G6 m5-b-lesson 9-sG6 m5-b-lesson 9-s
G6 m5-b-lesson 9-s
 
Mod 5 lesson 8
Mod 5 lesson 8Mod 5 lesson 8
Mod 5 lesson 8
 

G6 m3-c-lesson 15-s

  • 1. Lesson 15: Locating OrderedPairs ontheCoordinatePlane Date: 2/9/15 S.54 54 © 2013 Common Core, Inc. Some rightsreserved. commoncore.org This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License. NYS COMMON CORE MATHEMATICS CURRICULUM 6•3Lesson 15 Lesson 15: Locating Ordered Pairs on the Coordinate Plane Classwork Example 1: Extendingthe AxesBeyond Zero The point below represents zero on the number line. Draw a number lineto the right startingat zero. Then, follow directions as provided by the teacher. Example 2: Componentsof the Coordinate Plane All points on the coordinateplaneare described with reference to the origin. Whatis the origin, and what areits coordinates? To describelocationsof points in the coordinateplanewe use of numbers. Order is important,so on the coordinateplanewe use the form ( ). The firstcoordinaterepresents the point’s location fromzero on the -axis,and the second coordinaterepresents the point’s location fromzero on the -axis.
  • 2. Lesson 15: Locating OrderedPairs ontheCoordinatePlane Date: 2/9/15 S.55 55 © 2013 Common Core, Inc. Some rightsreserved. commoncore.org This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License. NYS COMMON CORE MATHEMATICS CURRICULUM 6•3Lesson 15 Exercises 1. Use the coordinateplanebelow to answer parts (a)–(c): a. Graph at leastfive points on the 𝑥-axis and label their coordinates. b. What do the coordinates of your points have in common? c. What must be true aboutany point that lies on the 𝑥-axis? Explain. 2. Use the coordinateplaneto answer parts (a)–(c): a. Graph at leastfive points on the 𝑦-axis and label their coordinates. b. What do the coordinates of your points have in common? c. What must be true aboutany point that lies on the 𝑦-axis? Explain. 3. If the origin is theonly point with 0 for both coordinates,what must be true about the origin?
  • 3. Lesson 15: Locating OrderedPairs ontheCoordinatePlane Date: 2/9/15 S.56 56 © 2013 Common Core, Inc. Some rightsreserved. commoncore.org This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License. NYS COMMON CORE MATHEMATICS CURRICULUM 6•3Lesson 15 Example 3: Quadrants of the Coordinate Plane Exercises 4. Locate and label each point described by the ordered pairs below. Indicatewhich of the quadrants the points liein. a. (7,2) b. (3, −4) c. (1, −5) d. (−3,8) e. (−2, −1)
  • 4. Lesson 15: Locating OrderedPairs ontheCoordinatePlane Date: 2/9/15 S.57 57 © 2013 Common Core, Inc. Some rightsreserved. commoncore.org This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License. NYS COMMON CORE MATHEMATICS CURRICULUM 6•3Lesson 15 5. Write the coordinates of at leastone other point in each of the four quadrants. a. QuadrantI b. QuadrantII c. QuadrantIII d. QuadrantIV 6. Do you see any similarities in thepoints within each quadrant? Explain your reasoning.
  • 5. Lesson 15: Locating OrderedPairs ontheCoordinatePlane Date: 2/9/15 S.58 58 © 2013 Common Core, Inc. Some rightsreserved. commoncore.org This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License. NYS COMMON CORE MATHEMATICS CURRICULUM 6•3Lesson 15 Problem Set 1. Name the quadrantin which each of the points lies. If the point does not liein a quadrant, specify which axis the point lies on. a. (−2,5) b. (9.2, 7) c. (0, −4) d. (8, −4) e. (−1, −8) 2. Jackieclaims thatpoints with the same 𝑥- and 𝑦-coordinates must liein QuadrantI or QuadrantIII. Do you agree or disagree? Explain your answer. 3. Locate and label each set of points on the coordinateplane. Describe similarities of the ordered pairs in each set and describethe points on the plane. a. {(−2,5), (−2,2), (−2,7), (−2, −3), (−2, .8)} b. {(−9,9), (−4,4), (−2,2), (1, −1), (3, −3), (0,0)} c. {(−7, −8), (5, −8), (0, −8), (10, −8), (−3, −8)} 4. Locate and label atleastfive points on the coordinateplanethat have an 𝑥-coordinateof 6. a. What is true of the 𝑦-coordinates below the 𝑥-axis? b. What is true of the 𝑦-coordinates abovethe 𝑥-axis? c. What must be true of the 𝑦-coordinates on the 𝑥-axis? LessonSummary  The 𝑥-axis and 𝑦-axis of the coordinateplaneare number lines thatintersect at zero on each number line.  The axes create four quadrants in the coordinateplane.  Points in the coordinateplanelieeither on an axis or in one of the four quadrants.