(c) (d) ооооооо ооооооо Fool's Puzzle $ 90-degree, 180-degree, and 270-degree rotation symmetry 180-degree rotation symmetry only horizontal line symmetry vertical line symmetry diagonal line symmetry no rotation symmetry no reflection symmetry Diamonds in the Sky 90-degree, 180-degree, and 270-degree rotation symmetry 180-degree rotation symmetry only horizontal line symmetry vertical line symmetry diagonal line symmetry no rotation symmetry no reflection symmetry

(c) (d) ооооооо ооооооо Fool's Puzzle $ 90-degree, 180-degree, and 270-degree rotation symmetry 180-degree rotation symmetry only horizontal line symmetry vertical line symmetry diagonal line symmetry no rotation symmetry no reflection symmetry Diamonds in the Sky 90-degree, 180-degree, and 270-degree rotation symmetry 180-degree rotation symmetry only horizontal line symmetry vertical line symmetry diagonal line symmetry no rotation symmetry no reflection symmetry

Holt Mcdougal Larson Pre-algebra: Student Edition 2012

1st Edition

ISBN:9780547587776

Author:HOLT MCDOUGAL

Publisher:HOLT MCDOUGAL

Chapter12: Angle Relationships And Transformations

Section12.6: Rotations And Symmetry

Problem 2C

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What are the order of rotational symmetry and the angle of rotation of the 2-D shape? i need help figuring this out. Order of rotational symmetry: 1 Angle of rotation: 180 Degrees Order of rotational symmetry: 1 Angle of rotation: 360 Degrees Order of rotational symmetry: 2 Angle of rotation: 180 Degrees Order of rotational symmetry: 2 Angle of rotation: 360 Degrees
I have a rotations geometry question.
Which shape is an example of rotational symmetry?
The vertices of AABC are A (2, 1), B (-1, 2), and C (-1,-1). Three transformations are performed on this triangle. The first is a transformation of the reflection of AABC through the x-axis. Then it is translated left 2 units and down 3 units. Finally, the triangle is rotated 90 counterclockwise. -What are the coordinates of the vertices after the first transformation? . What are the coordinates of the vertices after two transformations? What are the coordinates of the vertices after all three transformations? .What is the graph of the preimage and image?
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A non example of rotation
- Question 4 A sequence of transformations was applied to an equilateral triangle in a coordinate plane. The transformations used were rotations, reflections, and translations. Which statement about the resulting figure true? A It must be an equilateral triangle with the same side lengths as the original triangle. B It must be an equilateral triangle, but the side lengths may differ from the original triangle. It may be a scalene triangle, and all the side lengths may differ from the original triangle. D It may be an obtuse triangle with at least one side the same length as the original triangle.