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[DOC File]Notes Transformations: Rotations
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Coordinates of the Image (after Rotation) A(2,3) B (3,-2) C (-2,1) See if you could come up with the rules for rotation! Degrees of Rotation Clockwise Rule Counterclockwise Rule 90. 180 270 360 Ex. 1) Draw the rotation of under a rotation of 90° counterclockwise about the origin. Give the coordinates of .
coordinate rule for rotation

[DOC File]Math 1
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23. Rotation . 180° about the origin 24. Rotation . 90° clockwise. about the origin. 25. Translation (x, y) ( (x + 9, y – 8) 26. Translation (x, y) ( (x + 4, y – 2) Rotation 90° CCW. about the origin Rotation 180° about the origin. Reflection about the line . …
rotate counting

[DOC File]Name: ________________________________________ Date
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Rotate each figure about the origin using the given clockwise angle. a. 180° b. 270° c. 90° d. 270° e. 180° f. 90° Find the angle of rotation for the graphs below. The center of rotation is the origin, and the darker image is the preimage. Your answer will be 90°, 270°, or 180° counterclockwise. a. b. c.
rotations about the origin rules

[DOC File]MODULE 5: UNIT 5 ASSIGNMENT
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2. Rotation: 90° counterclockwise about the origin. a) b) 3. Reflection across the y-axis. a) b) 4. Rotation: 180° about the origin. a) b) 5. Translation: 2 units left and 4 units up. a) b) 6. Reflection across y = -1. a) b) Write a rule to describe each translation.
rotation around origin rules

[DOC File]Unit 5 - Coordinate Algebra
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23. Rotation . 180° about the origin 24. Rotation . 90° clockwise. about the origin. 25. Translation (x, y) ( (x + 9, y – 8) 26. Translation (x, y) ( (x + 4, y – 2) Rotation 90° CCW. about the origin Rotation 180° about the origin. Reflection about the line . …
rotations not about the origin

[DOC File]Math B Assignments: Introduction to Proofs
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What is the difference between this and a rotation of –180( (i.e. 180( CW) about the origin? 4. Using the rule (x, y) ( (–y, x), find the image of A(5, –2). ... a counterclockwise rotation of 180 degrees around the origin (3) a reflection over the x-axis (4) a dilation with a scale factor of 2 and centered at the origin.
rotation 90 about the origin

[DOC File]Rotations Worksheet
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2. Rotate the triangle 270( counterclockwise about the origin. 3. Rotate the triangle 180( counterclockwise about the origin. 4. Rotate the triangle 90( clockwise about the origin. Complete. 5. Give the coordinates of D(-2, -4) after a 270( counterclockwise rotation about the origin. Remember: What is the (x,y) rule for this rotation? 6.
rules for rotating about the origin

[DOC File]BLACKLINE MASTER 1-1
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Use the rotation rule to rotate each shape according to the instructions. a) 180° about the origin. b) 90° counterclockwise about the origin 3. Use a compass and protractor to rotate each shape according to the instructions. a) 90° clockwise about the centre of rotation K. b) 270° clockwise about the centre of rotation M 5.
rules of rotation

Rotation 180 about the origin rule