SlideShare a Scribd company logo
1 of 9
Module 4 Topic 1 The Coordinate Plane  (Part 1) Midpoint Formula Relations & Functions
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],Rene’ Descartes 1596-1650 “ I think; therefore I am.”
The  x-axis  is the Horizontal Axis. The  y-axis  is the Vertical Axis.
The  Origin  is the Center of the  Coordinate Plane . Its  Ordered Pair  is  (0, 0).
Notice how a Coordinate Plane is made up of 4 squares?  These sections of squares are called  Quadrants . They are numbered:  I, II, III, IV
Quadrant I (+,+) Quadrant II (-,+) Quadrant III (-,-) Quadrant IV (+,+) Question:  What Quadrant does (-5, 3) lie? Answer:  Quadrant II
Graphing Ordered Pairs What are the coordinates of Point B? What are the coordinates of Point A? (-5, -7) (7, -2)
[object Object],[object Object]
[object Object],[object Object],[object Object],[object Object],[object Object]

More Related Content

What's hot

Cartesian coordinates
Cartesian coordinatesCartesian coordinates
Cartesian coordinateslucilleplAZA
 
Coordinate plane
Coordinate planeCoordinate plane
Coordinate planeDulce Garza
 
Cartesian Coordinate Plane - Mathematics 8
Cartesian Coordinate Plane - Mathematics 8Cartesian Coordinate Plane - Mathematics 8
Cartesian Coordinate Plane - Mathematics 8Carlo Luna
 
Intro to coordinate plane
Intro to coordinate planeIntro to coordinate plane
Intro to coordinate planemathgirl1217
 
Cartesian Coordinate (Rene Descartes)
Cartesian Coordinate (Rene Descartes)Cartesian Coordinate (Rene Descartes)
Cartesian Coordinate (Rene Descartes)Thiyagu K
 
History,applications,algebra and mathematical form of plane in mathematics (p...
History,applications,algebra and mathematical form of plane in mathematics (p...History,applications,algebra and mathematical form of plane in mathematics (p...
History,applications,algebra and mathematical form of plane in mathematics (p...guesta62dea
 
Cartesian coordinate plane
Cartesian coordinate planeCartesian coordinate plane
Cartesian coordinate planeElvie Hernandez
 
Graphing ordered pairs on the coordinate plane
Graphing ordered pairs on the coordinate planeGraphing ordered pairs on the coordinate plane
Graphing ordered pairs on the coordinate planeCourtney Woods
 
Rectangular Coordinate System II
Rectangular Coordinate System IIRectangular Coordinate System II
Rectangular Coordinate System IIJhon Paul Lagumbay
 
CRO Olympiad Exam Sample Paper for Class 3
CRO Olympiad Exam Sample Paper for Class 3CRO Olympiad Exam Sample Paper for Class 3
CRO Olympiad Exam Sample Paper for Class 3CREST Olympiads
 

What's hot (19)

Cartesian coordinates
Cartesian coordinatesCartesian coordinates
Cartesian coordinates
 
Maths ppt.....7766
Maths ppt.....7766Maths ppt.....7766
Maths ppt.....7766
 
Rectangular Coordinate System
Rectangular Coordinate SystemRectangular Coordinate System
Rectangular Coordinate System
 
Rectangular coordinate system
Rectangular coordinate systemRectangular coordinate system
Rectangular coordinate system
 
Coordinate plane
Coordinate planeCoordinate plane
Coordinate plane
 
The coordinate plane
The coordinate planeThe coordinate plane
The coordinate plane
 
Cartesian plane
Cartesian planeCartesian plane
Cartesian plane
 
Cartesian Coordinate Plane - Mathematics 8
Cartesian Coordinate Plane - Mathematics 8Cartesian Coordinate Plane - Mathematics 8
Cartesian Coordinate Plane - Mathematics 8
 
Cartesian plane
Cartesian planeCartesian plane
Cartesian plane
 
Intro to coordinate plane
Intro to coordinate planeIntro to coordinate plane
Intro to coordinate plane
 
Number theory
Number theoryNumber theory
Number theory
 
Coordinate Plane
Coordinate PlaneCoordinate Plane
Coordinate Plane
 
Cartesian Coordinate (Rene Descartes)
Cartesian Coordinate (Rene Descartes)Cartesian Coordinate (Rene Descartes)
Cartesian Coordinate (Rene Descartes)
 
History,applications,algebra and mathematical form of plane in mathematics (p...
History,applications,algebra and mathematical form of plane in mathematics (p...History,applications,algebra and mathematical form of plane in mathematics (p...
History,applications,algebra and mathematical form of plane in mathematics (p...
 
Cartesian coordinate plane
Cartesian coordinate planeCartesian coordinate plane
Cartesian coordinate plane
 
Graphing ordered pairs on the coordinate plane
Graphing ordered pairs on the coordinate planeGraphing ordered pairs on the coordinate plane
Graphing ordered pairs on the coordinate plane
 
Magic squares
Magic squaresMagic squares
Magic squares
 
Rectangular Coordinate System II
Rectangular Coordinate System IIRectangular Coordinate System II
Rectangular Coordinate System II
 
CRO Olympiad Exam Sample Paper for Class 3
CRO Olympiad Exam Sample Paper for Class 3CRO Olympiad Exam Sample Paper for Class 3
CRO Olympiad Exam Sample Paper for Class 3
 

Similar to Module 4 topic 1 part 1 notes

cartesiancoordinateplane-140804022012-phpapp01.pdf
cartesiancoordinateplane-140804022012-phpapp01.pdfcartesiancoordinateplane-140804022012-phpapp01.pdf
cartesiancoordinateplane-140804022012-phpapp01.pdfKayraTheressGubat
 
Cartesian Coordinate Plane
Cartesian Coordinate PlaneCartesian Coordinate Plane
Cartesian Coordinate Planechingkai08
 
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
 
Plotting points in rectangular coordinate system
Plotting points in rectangular coordinate systemPlotting points in rectangular coordinate system
Plotting points in rectangular coordinate systemAnirach Ytirahc
 
Plotting points in rectangular coordinate system
Plotting points in rectangular coordinate systemPlotting points in rectangular coordinate system
Plotting points in rectangular coordinate systemAnirach Ytirahc
 
RECTANGULAR COORDINATE SYSTEM CLASSROOM OBSERVATION.pptx
RECTANGULAR COORDINATE SYSTEM CLASSROOM OBSERVATION.pptxRECTANGULAR COORDINATE SYSTEM CLASSROOM OBSERVATION.pptx
RECTANGULAR COORDINATE SYSTEM CLASSROOM OBSERVATION.pptxGeeyaMarielAntonio
 
ICPC Asia::Tokyo 2014 Problem K – L∞ Jumps
ICPC Asia::Tokyo 2014 Problem K – L∞ JumpsICPC Asia::Tokyo 2014 Problem K – L∞ Jumps
ICPC Asia::Tokyo 2014 Problem K – L∞ Jumpsirrrrr
 
Quadratic Graphs
Quadratic GraphsQuadratic Graphs
Quadratic Graphsstuartlock
 
LApreC2010-106matrixaprtakehome_4r
LApreC2010-106matrixaprtakehome_4rLApreC2010-106matrixaprtakehome_4r
LApreC2010-106matrixaprtakehome_4rA Jorge Garcia
 
Cordinate geometry for class VIII and IX
Cordinate  geometry for class VIII and IXCordinate  geometry for class VIII and IX
Cordinate geometry for class VIII and IXMD. G R Ahmed
 
Cartesian Coordinate System.pptx
Cartesian Coordinate System.pptxCartesian Coordinate System.pptx
Cartesian Coordinate System.pptxRoqui Gonzaga
 
Coordinate plane2
Coordinate plane2Coordinate plane2
Coordinate plane2logginl
 

Similar to Module 4 topic 1 part 1 notes (20)

cartesiancoordinateplane-140804022012-phpapp01.pdf
cartesiancoordinateplane-140804022012-phpapp01.pdfcartesiancoordinateplane-140804022012-phpapp01.pdf
cartesiancoordinateplane-140804022012-phpapp01.pdf
 
Cartesian Coordinate Plane
Cartesian Coordinate PlaneCartesian Coordinate Plane
Cartesian Coordinate Plane
 
CARTESIAN PLANE.pptx
CARTESIAN PLANE.pptxCARTESIAN PLANE.pptx
CARTESIAN PLANE.pptx
 
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
 
Co ordinate system
Co ordinate systemCo ordinate system
Co ordinate system
 
Graphing lines
Graphing linesGraphing lines
Graphing lines
 
Graphing lines
Graphing linesGraphing lines
Graphing lines
 
Graphing lines
Graphing linesGraphing lines
Graphing lines
 
Plotting points in rectangular coordinate system
Plotting points in rectangular coordinate systemPlotting points in rectangular coordinate system
Plotting points in rectangular coordinate system
 
Plotting points in rectangular coordinate system
Plotting points in rectangular coordinate systemPlotting points in rectangular coordinate system
Plotting points in rectangular coordinate system
 
Pc 2.1 notes
Pc 2.1 notesPc 2.1 notes
Pc 2.1 notes
 
RECTANGULAR COORDINATE SYSTEM CLASSROOM OBSERVATION.pptx
RECTANGULAR COORDINATE SYSTEM CLASSROOM OBSERVATION.pptxRECTANGULAR COORDINATE SYSTEM CLASSROOM OBSERVATION.pptx
RECTANGULAR COORDINATE SYSTEM CLASSROOM OBSERVATION.pptx
 
November Slope
November SlopeNovember Slope
November Slope
 
ICPC Asia::Tokyo 2014 Problem K – L∞ Jumps
ICPC Asia::Tokyo 2014 Problem K – L∞ JumpsICPC Asia::Tokyo 2014 Problem K – L∞ Jumps
ICPC Asia::Tokyo 2014 Problem K – L∞ Jumps
 
Quadratic Graphs
Quadratic GraphsQuadratic Graphs
Quadratic Graphs
 
Coordinate geometry
Coordinate geometryCoordinate geometry
Coordinate geometry
 
LApreC2010-106matrixaprtakehome_4r
LApreC2010-106matrixaprtakehome_4rLApreC2010-106matrixaprtakehome_4r
LApreC2010-106matrixaprtakehome_4r
 
Cordinate geometry for class VIII and IX
Cordinate  geometry for class VIII and IXCordinate  geometry for class VIII and IX
Cordinate geometry for class VIII and IX
 
Cartesian Coordinate System.pptx
Cartesian Coordinate System.pptxCartesian Coordinate System.pptx
Cartesian Coordinate System.pptx
 
Coordinate plane2
Coordinate plane2Coordinate plane2
Coordinate plane2
 

More from cauleyc

Module 6 topic 1 notes
Module 6 topic 1 notesModule 6 topic 1 notes
Module 6 topic 1 notescauleyc
 
Module 12 topic 1 notes
Module 12 topic 1 notesModule 12 topic 1 notes
Module 12 topic 1 notescauleyc
 
Module 11 topic 2 notes
Module 11 topic 2 notesModule 11 topic 2 notes
Module 11 topic 2 notescauleyc
 
Module 11 topic 1 notes(2)
Module 11 topic 1 notes(2)Module 11 topic 1 notes(2)
Module 11 topic 1 notes(2)cauleyc
 
Module 11 topic 1 notes
Module 11 topic 1 notesModule 11 topic 1 notes
Module 11 topic 1 notescauleyc
 
Module 6 topic 2 notes
Module 6 topic 2 notesModule 6 topic 2 notes
Module 6 topic 2 notescauleyc
 
Module 6 topic 1 notes
Module 6 topic 1 notesModule 6 topic 1 notes
Module 6 topic 1 notescauleyc
 
Module 5 topic 2 notes
Module 5 topic 2 notesModule 5 topic 2 notes
Module 5 topic 2 notescauleyc
 
Module 4 topic 3 notes
Module 4 topic 3 notesModule 4 topic 3 notes
Module 4 topic 3 notescauleyc
 
Module 4 topic 1 part 2 notes
Module 4 topic 1 part 2 notesModule 4 topic 1 part 2 notes
Module 4 topic 1 part 2 notescauleyc
 
Module 3 topic 3 notes
Module 3 topic 3 notesModule 3 topic 3 notes
Module 3 topic 3 notescauleyc
 
Module 3 topic 2 notes
Module 3 topic 2 notesModule 3 topic 2 notes
Module 3 topic 2 notescauleyc
 
Module 3 topic 1 notes
Module 3 topic 1 notesModule 3 topic 1 notes
Module 3 topic 1 notescauleyc
 

More from cauleyc (13)

Module 6 topic 1 notes
Module 6 topic 1 notesModule 6 topic 1 notes
Module 6 topic 1 notes
 
Module 12 topic 1 notes
Module 12 topic 1 notesModule 12 topic 1 notes
Module 12 topic 1 notes
 
Module 11 topic 2 notes
Module 11 topic 2 notesModule 11 topic 2 notes
Module 11 topic 2 notes
 
Module 11 topic 1 notes(2)
Module 11 topic 1 notes(2)Module 11 topic 1 notes(2)
Module 11 topic 1 notes(2)
 
Module 11 topic 1 notes
Module 11 topic 1 notesModule 11 topic 1 notes
Module 11 topic 1 notes
 
Module 6 topic 2 notes
Module 6 topic 2 notesModule 6 topic 2 notes
Module 6 topic 2 notes
 
Module 6 topic 1 notes
Module 6 topic 1 notesModule 6 topic 1 notes
Module 6 topic 1 notes
 
Module 5 topic 2 notes
Module 5 topic 2 notesModule 5 topic 2 notes
Module 5 topic 2 notes
 
Module 4 topic 3 notes
Module 4 topic 3 notesModule 4 topic 3 notes
Module 4 topic 3 notes
 
Module 4 topic 1 part 2 notes
Module 4 topic 1 part 2 notesModule 4 topic 1 part 2 notes
Module 4 topic 1 part 2 notes
 
Module 3 topic 3 notes
Module 3 topic 3 notesModule 3 topic 3 notes
Module 3 topic 3 notes
 
Module 3 topic 2 notes
Module 3 topic 2 notesModule 3 topic 2 notes
Module 3 topic 2 notes
 
Module 3 topic 1 notes
Module 3 topic 1 notesModule 3 topic 1 notes
Module 3 topic 1 notes
 

Module 4 topic 1 part 1 notes

  • 1. Module 4 Topic 1 The Coordinate Plane (Part 1) Midpoint Formula Relations & Functions
  • 2.
  • 3. The x-axis is the Horizontal Axis. The y-axis is the Vertical Axis.
  • 4. The Origin is the Center of the Coordinate Plane . Its Ordered Pair is (0, 0).
  • 5. Notice how a Coordinate Plane is made up of 4 squares? These sections of squares are called Quadrants . They are numbered: I, II, III, IV
  • 6. Quadrant I (+,+) Quadrant II (-,+) Quadrant III (-,-) Quadrant IV (+,+) Question: What Quadrant does (-5, 3) lie? Answer: Quadrant II
  • 7. Graphing Ordered Pairs What are the coordinates of Point B? What are the coordinates of Point A? (-5, -7) (7, -2)
  • 8.
  • 9.