LESSON 8-10 PROBLEM SOLVING TRANSLATIONS REFLECTIONS AND ROTATIONS

The figure turns around a fixed point. Reflect a Figure Over an. Auth with social network: To make this website work, we log user data and share it with processors. How can you investigate transformations? Multiply each coordinate by 3 in 4, 9. G8-Perform reflections of 2-d.

My presentations Profile Feedback Log out. What are the coordinates of the new figure? We think you have liked this presentation. The figure slides along a straight line. Name as many as you can.

My presentations Profile Feedback Log out. Draw a Reflection Example 2: G8-Perform reflections of 2-d.

Additional Example 3 Continued The x-coordinates of the corresponding vertices are the same, and the y-coordinates of the corresponding vertices are opposites. Additional Example 3 Continued The y-coordinates of the corresponding vertices are the same, and the x-coordinates of the corresponding vertices are opposites.

Images resulting from the transformations described in the next slides are congruent to the original figures. Refledtions student is expected to: Multiply each coordinate by 3 in 4, 9. To use this website, you must agree to our Privacy Policyincluding cookie policy.

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Lesson b Transformations pp Vocabulary to watch out for this lesson: Types of Transformations Translations Reflections Rotations. Registration Forgot your password?

lesson 8-10 problem solving translations reflections and rotations

About project SlidePlayer Terms of Service. Lesson b Transformations pp.

Define and identify translations. Identifying Types of Transformations The figure flips across the y-axis.

Lesson 8-10 problem solving translations reflections and rotations

Subtract 3 from the x-coordinate and 2 from the y-coordinate in 7, —4. Registration Forgot your password?

lesson 8-10 problem solving translations reflections and rotations

The figure turns around a fixed point. Images resulting from the transformations described in the next slides are congruent to the original figures. Multiply each coordinate by 3 in 4, 9. Write the coordinates of the vertices of the image. It is a rotation. Subtract 4 from the x-coordinate and add 3 to the to the y-coordinate in —2, —1. The figure turns around a fixed point. We think you have liked this presentation.

The y-coordinates of the corresponding vertices are the same, and the x-coordinates of the corresponding vertices are opposites. Name as many as you can. The x-coordinates of the probldm vertices are the same, and the y-coordinates of the corresponding vertices are opposites.

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lesson 8-10 problem solving translations reflections and rotations

Name as many as you can. Published by Candace Wilkinson Modified over 3 years ago. G8-Perform reflections of 2-d. Lessn figure slides along a straight line. Each vertex is moved 4 units left and 2 units down. The student is expected to: