Presentation is loading. Please wait.

Presentation is loading. Please wait.

Transformations: Translations and Reflections

Similar presentations


Presentation on theme: "Transformations: Translations and Reflections"— Presentation transcript:

1 Transformations: Translations and Reflections
DO NOW 11.5: What is the transformation that occurred? How would you represent the transformation in arrow notation? Transformations: Translations and Reflections Agenda HW Review Geogebra Transformations Logo Transformations Example Project Work Time

2 HW Review

3 Transformations Use your whiteboards to help you answer the following at your tables. Once you have your answers, we will test them algebraically using GeoGebra. Where will the L-Shape be if it is translated −2 units horizontally and +1 units vertically? Where will the L-Shape be if it is reflected over the line x = 2? Where will the L-Shape be if it is rotated through 180° around the origin? What transformation will move the L-shape to this new position? (See GeoGebra)

4 Logo Project Example

5 Logo Project Example: Translations

6 Debrief: Transformations
What does it mean if a shape has undergone a “transformation”? What does it mean for a tranformation to be “rigid”? In your own words, define “translation”, “reflection” and “rotation.” How can you describe these transformations mathematically?

7 Transformations DO NOW 11/6:
Graph the original and image of the figure using the transformation given. Transformations Agenda Transformation Practice Card Matching Activity Exit Ticket Debrief

8 Translation Where will the “L” be if it is translated to the left 6 units and down 4 units?

9 Rotation Where will the “L” be if it is rotated 90° counterclockwise around the origin?

10 Reflection Where will the “L” be if it is reflected across the line “y = -x”?

11 Choose Your Own! Generate your own transformation (write it down on a scrap piece of paper so you don’t forget) Paste/tape the L on your paper in its new position. Trade with a partner, and have them write in their own words and arrow notation what transformation occurred.

12 Transformations: Multiples
DO NOW 11/7: What is the transformation shown here? Write an algebraic rule that will work for each coordinate. Transformations: Multiples Agenda HW Peer Review Matching Card Game Exit Ticket Debrief

13 Matching Cards Group Activity
Each group member take turns connecting two shape cards with a transformation card. Each time you do this, explain your thinking clearly and carefully. The next group member should then either explain that reasoning again in their own words, or challenge the reasons you gave. It is important that everyone in the group understands the placing of a word card between two shape cards. Ultimately, you want to make as many connections as possible. Use all the shape card, and all the word the cards if possible.

14 Example

15 *MUST BE IN NOTES!* Debrief


Download ppt "Transformations: Translations and Reflections"

Similar presentations


Ads by Google