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Jeopardy Opening

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**Name that Transformation**

The Coordinate Grid Translation Reflection Rotation Name that Transformation $10 0 $10 0 $10 0 $10 0 $10 0 $200 $200 $200 $200 $200 $300 $300 $300 $300 $300 $400 $400 $400 $400 $400 $500 $500 $500 $500 $500 Game Board

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**A coordinate grid helps describe this.**

The Coordinate Grid: $100 A coordinate grid helps describe this. What is position?

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**A coordinate grid is broken up into four of these.**

The Coordinate Grid: $200 A coordinate grid is broken up into four of these. What are quadrants?

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**What are the x- and y-axes?**

The Coordinate Grid: $300 Essentially two number lines, these help provide reference with respect to coordinates. What are the x- and y-axes?

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The Coordinate Grid: $400 The x-coordinates are positive and the y-coordinates are negative. What is Quadrant 4?

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**Points located here have a y-coordinate of 0.**

The Coordinate Grid: $500 Points located here have a y-coordinate of 0. What is the x-axis?

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**A transformation known as a translation.**

What is sliding a shape to another location without changing how it looks?

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**In a translation, these are related the same way.**

What are corresponding points?

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Translation: $300 By translating down from Quadrant 1, an image will eventually cross this. What is the x-axis?

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**Translating this will give you image M’N’O’P’.**

Translation: $400 Translating this will give you image M’N’O’P’. What is figure MNOP?

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Translation: $500 Question

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**A transformation known as a reflection.**

Flipping a shape across a line so it faces the opposite direction.

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**It can be the x-axis, y-axis, or an angle bisector.**

Reflection: $200 It can be the x-axis, y-axis, or an angle bisector. What is a mirror line?

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**In a reflection in the y-axis, these do not change.**

What are x-coordinates?

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Reflection: $400 A’B’C’D’ is located in Quadrant 2 after being reflected in the x-axis from here. What is Quadrant 3?

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**You can identify a reflection by doing this.**

What is checking corresponding points for similar distances from the mirror line?

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**A transformation known as a rotation.**

What is the motion of a rigid body around a fixed point?

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Rotation: $200 Question

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**It can be clockwise or counter-clockwise.**

Rotation: $300 It can be clockwise or counter-clockwise. What is direction of rotation?

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**A rotation of +270° can also be described like this.**

What is -90°?

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Rotation: $500 It does not matter which direction you go, the image ends up on the figure with this angle of rotation. What is 360°?

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**Name that Transformation: $100**

The figure and image are found opposite each other with a mirror line between them. What is a reflection?

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**Name that Transformation: $200**

This transformation can be performed in two different ways to achieve the same result. What is a rotation?

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**Name that Transformation: $300**

The figure and image look exactly alike, but are found in different locations. What is translation?

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**Name that Transformation: $400**

The y-coordinates of the figure and image are the same, but the x-coordinates are the opposite. What is a reflection? (in the y-axis)

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**Name that Transformation: $500**

The x-coordinates and y-coordinates of the image are the same as the figure, but their signs are the opposite after this. Question

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**How much do you want to wager?**

Daily Double 1 Wager

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**The image will always have a different orientation after this transformation.**

What is a reflection? Daily Double 1 Q & A

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**How much do you want to wager?**

Daily Double 2 Wager

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**You can say this about a figure and its image after all transformations.**

What is congruent? Daily Double 2 Q & A

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**The category is: Transformation Combinations**

Final Jeopardy Wager The category is: Transformation Combinations How much do you want to wager?

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A similar image produced by this transformation can also be produced by two reflections: one across the x-axis, and another across the y-axis. What is a rotation of 180°? Final Jeopardy Q & A

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Game Over

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Unit 1: Transformations, Congruence, and Similarity.

Unit 1: Transformations, Congruence, and Similarity.

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