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1.6 Motion in Geometry

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**Rigid Transformations**

Transformations that do not change shape or size. Pre-image is the original shape Image is the shape that undergoes a transformation

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NOTATION The original figure is named as we have learned so far. For instance a point would be called A. This is the pre-image. The image of point A is called A’ (said, “A prime”). This is so we can tell the difference between the 2 identical figures.

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**Transformations There are 3 types of rigid transformations:**

Translation – shapes slide Rotation – shapes turn Reflection – shapes flip

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**Translation Shapes slide**

Every point of a figure moves in a straight line, all points move the same distance and same direction. WHO HAS EXTRA PATTY PAPER? Activity 1, pg 51

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**Rotation Rotations turn**

Every point of a figure moves around a given point called the center of rotation. Activity 2, pg 51

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**Reflection Reflections flip.**

In a reflection, a line plays the role of a mirror. Every point in a figure is ‘flipped’ across the line.

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**Summary What is the movement of a rotation?**

What does is ‘turn’ around? What is the movement of a translation? What does it ‘slide’ on? What is the movement of a reflection? What does it ‘flip’ over? When can the pre-image and the image be a different size? How do you notate the pre-image? (For instance segment AB) How do you notate the image?

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**Game of War Get a partner, a pencil and one piece of paper.**

Fold the paper hamburger On your side, put 5 war things no bigger than a dime. Don’t group them together, spread them out. Try and hit the other person’s items by drawing a bomb on your side, folding the paper and tracing the bomb.

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**BONUS!!!! I’m looking for two things…..**

Tell me the relationship between the pre-image of the bomb and the image of the bomb with the fold line. Tell me the relationship between a segment drawn between the pre-image and image of a bomb with the fold line.

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Assignment Worksheets 1.6 A and 1.6 B

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Unit 5: Geometric Transformations.

Unit 5: Geometric Transformations.

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