goteachmaths.co.uk Negative Enlargements – Complete Lesson

Slides:



Advertisements
Similar presentations
X2 Enlargements from a Given Point A/ B/ D/ C/ A B D C
Advertisements

Enlargement Most of you should be able to … Enlarge a shape on a centimetre grid (Grade E) Enlarge a shape by a positive integer scale factor about a.
Answer the following questions using yesterday’s Translation Task: 1.What is a transformation? 2.What are vertices? 3.When does it mean when geometric.
Monday, 17 April 2017 Enlargements
Table of Contents Ellipse - Finding the Equation Recall that the two equations for the ellipse are given by... Horizontal EllipseVertical Ellipse.
Table of Contents Hyperbola - Finding the Equation Horizontal AxisVertical Axis Recall that the equations for the hyperbola are given by...
Dilations Chapter 4-8.
Centre of enlargement.
Enlargements Objectives To be able to: Enlarge shapes given a scale factor and centre of enlargement. Find centres of enlargement.
Enlargement OCR Stage 6.
Transformations Teacher Version Level
Edexcel GCSE Maths Spec B – Modular: Booster C © Pearson Education This document may have been altered from the original. To understand another method.
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.
Transformations.
Terra Nova Practice Lesson 10 Multiplying and Dividing Fractions.
Multiply By 2-Digit Numbers (B) Unit 2 Lesson 6. Objectives:
In this lesson you are going to learn how to divide fractions by multiplying by the reciprocal.
Transformation of Functions Lesson 2.5. Operation: Subtract 2 from DV. Transformation: Vertical translation Example #1.
What type of transformation is used in inflating a balloon?
Drawing Dilations.
Problem 1 Enlarge this shape by a scale factor of 2, using the point (9, 1) as the centre of enlargement.
Notes 49 Dilations.
Thursday, 13 September 2018 Enlargements
Enlargements Objectives To be able to:
LO To assess my understanding of transformations
goteachmaths.co.uk True or False Maze – Equivalent Fractions
goteachmaths.co.uk True or False Maze – Dividing Fractions - Lower
goteachmaths.co.uk True or False Maze – Dividing Fractions - Lower
Graphing Ordered Pairs
goteachmaths.co.uk True or False Maze –
Enlargements and area Scale factor Area of object Area of image.
Graph Absolute Value Equations
goteachmaths.co.uk Fractional Enlargements – Complete Lesson
Graphing Absolute Value Equations
Transformations: Enlargements
Warm Up:.
goteachmaths.co.uk Connect 4 – Percentage Increase with a Multiplier
Finding Lengths of Horizontal Lines on a Coordinate Plane
goteachmaths.co.uk Link – One Step Linear Equations
goteachmaths.co.uk Bisectors – Complete Lesson Delete unwanted slides.
Transformations and Matrices
Exploring Linear Functions
goteachmaths.co.uk Volume of a Cuboid – Complete Lesson
goteachmaths.co.uk True or False Maze – Adding Fractions
Goteachmaths.co.uk True or False Maze – Reverse Percentage (Calculator) Students need to find a route from the start to the finish through correctly answered.
S4 Coordinates and transformations 1
goteachmaths.co.uk Percentage of a Quantity – Complete Lesson
Goteachmaths.co.uk True or False Maze – Converting Mixed Numbers and Improper Fractions Students need to find a route from the start to the finish through.
Coordinate Geometry.
Objective - To graph ordered pairs.
goteachmaths.co.uk Connect 4 – Equivalent Fractions - Higher
goteachmaths.co.uk Fraction of a Quantity – Complete Lesson
Plotting Points Guided Notes
Additional Example 2: Graphing Ordered Pairs Graph and label each point on a coordinate grid. A. L (3, 5) Start at (0, 0)
Day 84 – Enlargement.
4.5 Vocabulary dilation center of dilation enlargement reduction
Transformations: Enlargements
Dilations.
Enlargement on Paper Enlarge the Rectangle by a Factor of 2
Lesson 1-3 Formulas.
Warm Up:.
Objective: Students will be able to multiply decimal numbers.
Coordinate Shirley Sides
Transformations on the Coordinate Plane
Two transformations are applied to a hexagon.
Enlagement – Positive – Complete Lesson
Coordinate Plane y axis x axis.
Enlargement – Negative Fractional – Higher – GCSE Questions
Enlargement – Mixed – Higher – Demonstration
Presentation transcript:

goteachmaths.co.uk Negative Enlargements – Complete Lesson Delete unwanted slides. To print handouts: File>Print>Print Current Slide

Negative Enlargements 01 December 201801 December 2018 Negative Enlargements

3 2 1 2 6 3 4 6 Enlarge shape A by a scale factor of -2 label it A’. A x x 3 A’ 4 Count the horizontal and vertical distance to each vertex. 6 Reverse and multiply each distance by 2 to plot the new vertex. x Join the points, label the shape. & check

3 2 1 2 4 6 Enlarge shape A by a scale factor of -2 label it A’. A x x Count the horizontal and vertical distance to each vertex. No animations. 6 Reverse and multiply each distance by 2 to plot the new vertex. x Join the points, label the shape. & check

1 2 6 1 3 2 6 3 Enlarge shape B by a scale factor of -3 label it B’. B x x 2 B’ 6 Count the horizontal and vertical distance to each vertex. Reverse and multiply each distance by 2 to plot the new vertex. x Join the points, label the shape. & check 3

1 2 1 3 6 3 Enlarge shape B by a scale factor of -3 label it B’. B x x Count the horizontal and vertical distance to each vertex. No animations. Reverse and multiply each distance by 2 to plot the new vertex. x Join the points, label the shape. & check 3

1) Count the horizontal and vertical distance to each vertex. Reverse and multiply each distance to plot the new vertex. Join the points, label the shape. & check 1) Count the horizontal and vertical distance to each vertex. Reverse and multiply each distance to plot the new vertex. Join the points, label the shape. & check 1) Count the horizontal and vertical distance to each vertex. Reverse and multiply each distance to plot the new vertex. Join the points, label the shape. & check Handouts for students to complete alongside demonstration.

Centre of Enlargement: (3,3) Scale factor: -2

½ Answers Scale factor: -2 Centre of Enlargement: (3,3)

Answers Scale factor: -2 Centre of Enlargement: (3,3) Scale factor: -2

Check your success! I can enlarge a shape by a negative scale factor. I can enlarge a shape by a negative scale factor on a coordinate grid. I can enlarge a shape by a negative fractional scale factor.

Check your success! I can enlarge a shape by a negative scale factor. I can enlarge a shape by a negative scale factor on a coordinate grid. I can enlarge a shape by a negative fractional scale factor. Effort this lesson?