Module 8.2 lesson 3 translations day 2

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Module 8.2 Lesson 3 Translations Day 2.notebook 1 May 04, 2016 Do Now: Module 8.2 Lesson 3 Day 2 Translating Lines HW pg 27-28 # 1 & 2 Evaluate the following expression. (2 - 5) 3 - 2 + 10

Transcript of Module 8.2 lesson 3 translations day 2

Page 1: Module 8.2 lesson 3 translations day 2

Module 8.2 Lesson 3 Translations Day 2.notebook

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Do Now:

Module 8.2 Lesson 3 Day 2

Translating Lines

HW

pg 27-28 # 1 & 2

Evaluate the following expression.

(2 - 5)3 - 2 + 10

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Module 8.2 Lesson 3 Translations Day 2.notebook

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6.Homework pgs 21­22 # 6­10

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Module 8.2 Lesson 3 Translations Day 2.notebook

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7.

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Module 8.2 Lesson 3 Translations Day 2.notebook

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EVERY POINT on the figure

undergoes the SAME transformation 

 Description = a verbal expression

                 Describe each translation using words like units, up, down, left, and right.

pg 23

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Module 8.2 Lesson 3 Translations Day 2.notebook

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S.23Do Now

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Question 1:If a point on the coordinate plane moves horizontally, which coordinate changes? The x or y coordinate?

Question 2 : If a point on the coordinate plane moves vertically, which coordinate changes? The x or y coordinate?

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Module 8.2 Lesson 3 Translations Day 2.notebook

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Mapping Translation (x,y) (x+2, y-7)

Example 1: What is the image of the points in figure ABC (x,y) (x-7,y-3) ?

A (3,1), B (4,4), C (1,2)

Example 2: What is the images of the points in figure ABC (x,y) (x+4,y+1)?

A (-3,-1), B (-4,-4), C (-1,-2)

S.25

ex)

A`(-4,-2),B`(-3,1),C`(-6,-1)

A`(1,0),B`(0,-3),C`(3,-1)

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Module 8.2 Lesson 3 Translations Day 2.notebook

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Mapping Translation (x,y) (x+2, y-7)

Example 3: What is the images of the points in figure EFG (x,y) (x+4,y+1)?

E (-3,-1), F (-4,-4), G (-1,-2)

S.25

ex)

E`(-6,0),F`(-7,-3),G`(-4,-1)

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Module 8.2 Lesson 3 Translations Day 2.notebook

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Notation Translation T(2,-3)

For the following examples, use the following coordinate points to translate figure ABC.

A (-1,6) B (2,4) C (-3,-2)

Example 1: T(2,3) Example 2: T(1,-4)

pg 26

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T (2,-3)

(x,y) (x + 2, y 3)

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Important Aspects of a Translation:1.   A translation occurs when a figure slides across a coordinate plane. 

2.   If a figure is translated horizontally (left or right) the x coordinate         changes.

3.   If a figure is translated vertically (up or down) the y coordinate       changes. 

4.   A translated figure will never change in size or shape but only in its       location.

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