Our Objectives Describe and find the position of a square on a grid of squares. Recognise simple examples of horizontal and vertical lines. Recognise positions.

Slides:



Advertisements
Similar presentations
To be able to count on or back in equal steps including beyond zero.
Advertisements

Unit 4: Linear Relations Unit 4: Linear Relations.
18-May-15Created by Mr. Lafferty Maths Dept. Coordinates Plotting Coordinates Coordinates Different Grids Proper Names Extending.
Guided practice with ordered pairs
Graphing Points in Four Quadrants
Standardized Test Practice EXAMPLE 2 SOLUTION Plot points P, Q, R, and S on a coordinate plane. Point P is located in Quadrant IV. Point Q is located in.
The Cartesian Coordinate System
x y First we look at how far up the point is, this is on the vertical Y axis. HORIZONTAL VERTICALVERTICAL.
Lesson 2: Reflecting Shapes. When Doing Reflections… You use a line of reflection No matter where the shape is in relation to the line of reflection,
Shape and Space Reflections
Finding Distance by using the Pythagorean Theorem
Lesson Topic: Drawing the Coordinate Plane and Points on the Plane
The Coordinate System Locating Points Plotting Points Intro to Algebra.
Reflections Lesson
Multiply using the grid method.
Lesson 4: Plotting Points on a Grid. What Are Ordered Pairs??? Two numbers – X and Y Components Show POSITION on a grid (4,3) (2,7) etc. First # shows.
Level D 9-Oct-15Created by Mr. Lafferty Maths Dept. Coordinates Reading and Plotting Coordinates Proper Names Grids Fun Grids.
© T Madas.
Transformations Teacher Version Level
Sunday, 23 April 2017 Isometric drawings Starter 26 x 9 = x 7
11.4 Hyperbolas ©2001 by R. Villar All Rights Reserved.
Chapter 13 The Math for Graphing in DC Circuits. Graphing Overview  Critical for practical analysis many different natural systems. Note: Theoretical.
Points on a Graph Objectives After reviewing this unit you will be able to: Identify the x and y axes. Identify the origin on a graph. Identify x and y.
COORDINATE PLANE Math 7.
PRE-ALGEBRA. Lesson 1-10 Warm-Up PRE-ALGEBRA Lesson 1-10 Warm-Up.
Transformations Objective: to develop an understanding of the four transformations. Starter – if 24 x 72 = 2016, find the value of: 1)2.8 x 72 = 2)2.8.
W.A.L.T: Reading and Writing Co-ordinates. Our Aim To locate things using co-ordinate grids
Transformations Reflection An object can be reflected in a mirror line or axis of reflection to produce an image of the object. For example, Each point.
Where are you? What is this called? A COORDINATE GRID.
Vertices, Edges and Faces By Jordan Diamond. Vertices In geometry, a vertices is a special kind of point which describes the corners or intersections.
X y The Cartesian Plane This presentation is a review of the Cartesian or Co- ordinate Plane. After viewing a slide, click the mouse to move on.
Unit #4 Graphing and Equation of the Line Lesson #1 Graphing Ordered Pairs.
Coordinate Plane.
Reflections. Starter Objective: Recap on vertical & horizontal lines.
Reflections. Learning Goal  (right side) LG: Perform a combination of reflections on a single 2-D shape, with and without technology, and draw and describe.
 Grid – A pattern of horizontal and vertical lines, usually forming squares.
Vms Year 8 Mathematics Co-Ordinates.
The Coordinate Plane. We have worked with both horizontal and vertical number line s Horizontal
9.3 Hyperbolas Hyperbola: set of all points such that the difference of the distances from any point to the foci is constant.
TRANSFORMATION GEOMETRY
Teacher's Notes Topic: Pythagoras Perimeters
Straight Line Graph.
Quick Graphs of Linear Equations
Introduction to Coordinate Grid
Notes 7-2 The Coordinate Plane.
Hyperbolas.
What is the x-intercept?
Multiplication Grids.
Cartesian Coordinate System
Coordinates y x The origin
Objective - To graph ordered pairs.
Plotting Points Guided Notes
What do you think will be the values of y?
4.2 Part 2 Horizontal and Vertical Lines
Co-ordinates.
Coordinates y x The origin
Reflect the shapes in the mirror lines
Co-ordinates.
Negative Coordinates y x The origin
Created by Mr. Lafferty Maths Dept.
Negative Coordinates y x The origin
Co-ordinates.
Coordinate Shirley Sides
Co-ordinates.
Graphing on a Coordinate plane
Co-ordinates.
Draw the line… y = 5.
Presentation transcript:

Our Objectives Describe and find the position of a square on a grid of squares. Recognise simple examples of horizontal and vertical lines. Recognise positions and directions, e.g. describe and find the position of a point on a grid of squares where the lines are numbered.

8 7 6 5 4 3 2 1 A B C D E F G H ROWS numbers letters COLUMNS

go along the hall before... 8 7 6 5 4 3 2 1 A B C D E F G H D6 you go up the stairs! G3 go along the hall before...

Now it's your turn 8 7 6 5 4 3 2 1 A B C D E F G H C8 G7 H4 B3 E1

X vertical Now look at this grid What is different? horizontal 8 coordinates are always written in brackets, with a comma between each number 7 6 5 What is different? vertical 4 the number on the horizontal axis is always written first, then the number on the vertical axis 3 X Now look at this grid (3,2) 2 1 1 2 3 4 5 6 7 8 horizontal What is the position of this cross? (0,0) is called the origin

Who can point to…… 8 7 X (7,3) 6 (3,7) 5 (2,1) 4 X (1,2) 3 X X (4,3) 2 X 1 X (3,4) 1 2 3 4 5 6 7 8

Draw an 8 x 8 grid on squared paper. Group1 Draw an 8 x 8 grid on squared paper. Plot the following coordinates on the board: (0,5), (2,3), (4,1), (5,0). Join the points with a ruler. What word do we use to describe the line you’ve drawn? Groups 2 and 3 Use the 8 x 8 grid. Plot the following coordinates on the board: (0,5), (2,3), (4,1), (5,0). Join the points with a ruler. What word do we use to describe the line you’ve drawn?

What other points lie on this diagonal line? (0,5) (2,3) (4,1) (5,0) 8 7 6 5 X 4 X This is a diagonal line. 3 X 2 X What other points lie on this diagonal line? 1 X (3,2) X 1 2 3 4 5 6 7 8 (1,4)

Over to you... Group1 Groups 2 and 3 Draw an 8 x 8 grid on squared paper. Plot 3 corners of a square. Give your grid to a friend. Can they tell you the coordinate for the last corner of the square? Do more squares. Groups 2 and 3 Use the 8 x 8 grid. Plot 3 corners of a square. Give your grid to a friend. Can they tell you the coordinate for the last corner of the square? Do more squares.

What are these coordinates? 8 7 X (5,7) 6 What shape would be drawn if these coordinates were joined together? 5 4 X (2,4) 3 X (7,3) 2 1 A triangle! 1 2 3 4 5 6 7 8

WINK