Presentation is loading. Please wait.

Presentation is loading. Please wait.

Transformations Math Alliance January 11, 2011.

Similar presentations


Presentation on theme: "Transformations Math Alliance January 11, 2011."— Presentation transcript:

1 Transformations Math Alliance January 11, 2011

2

3 What is Congruency? Define it: Ideas? Alone As a group
A list of procedures and steps, or a lecture slide with media.

4 When are 2 Shapes or Figures Congruent?
We’ve put congruency into words; now how could you show congruency? Develop a strategy with your table. Ideas? A list of procedures and steps, or a lecture slide with media.

5 Transformation Definition: Notation: Movement of points in the plane.
The image of point P under a transformation will be written P’ An opportunity for questions and discussions.

6 Isometry Definition: What types of isometry do you know?
Movements of points in the plane that preserve the distance between points: the distance between P and Q is equal to the distance between P’ and Q’. What types of isometry do you know? An opportunity for questions and discussions.

7 Isometry Definition: Types:
Movements of points in the plane that preserve the distance between points: the distance between P and Q is equal to the distance between P’ and Q’. Types: Reflection Translation Rotation Glide reflection An opportunity for questions and discussions.

8 Name the Transformation:
B C A = A’ D B’ D’ C’ Name the Transformation: Reflection

9 Name the Transformation:
D’ C = C’ B A’ A D B’ Name the Transformation: Rotation

10 Name the Transformation:
C’ B’ C B A’ D’ A D Name the Transformation: Translation

11 Name the Transformation:
C B A D A’ D’ B’ C’ Name the Transformation: Glide Reflection

12 Make a conjecture: What will happen if you transform
B l A m n Make a conjecture: What will happen if you transform ABC over n and then over m?

13 Make a conjecture: What will happen if you transform
B l A m n Make a conjecture: What will happen if you transform ABC over n and then over l?

14 Make a conjecture: What will happen if you reflect
B l A n Make a conjecture: What will happen if you reflect ABC over n and then over l?

15 Homework: Read Section 11.1
Section 11.1 #’s: 1-10, 23, 25, 30, 38a, 38h, 40b, and 46 An opportunity for questions and discussions.


Download ppt "Transformations Math Alliance January 11, 2011."

Similar presentations


Ads by Google