90 degrees clockwise rotation
[DOC File]Rotations, Reflections, and Translations
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Rotation (in degrees) to 0°. Place the endpoints of at A(–1, 10) and B(8, –3). Predict the endpoints of the image for each angle of rotation listed in the table below. Click on . Show table. to check your answers. Angle of rotation 0° 90° 180° 270° 360° Point E. Image of A(–1, 10) Point F. Image of B(8, –3)
[DOC File]Rotations Worksheet - McBroom
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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. 6. Give the coordinates of E(-4, 5) after a 180( counterclockwise rotation about the origin. For #7-10, draw the triangle after each transformation and give the coordinates of A", B" and ...
[DOC File]Name:
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rotation of 90° (3) reflection in the line y = x. reflection in the line y = -x (4) translation of -5, -3. 4. 5. A regular octagon is rotated clockwise around its center, the minimum number of degrees it must be rotated to carry the octagon onto itself is: 1) 45º 2) 72º 3) 108º 4) 360º 6.
[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 .
[DOC File]Geometry – ROTATIONS Notes/Examples
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A rotation is an __Isometry_____. **Rotations can be clockwise or counterclockwise.** II. Determine whether the figure has rotational symmetry about the center point. If so, describe the symmetry. a) b) c) a) 90 degrees b) __72 degrees c) 60 degrees___ **360 degrees **360 degrees **360 degrees
[DOC File]G.SRT.A.2.CompositionsofTransformations2.doc
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1) a rotation of 180 degrees about point E followed by a horizontal translation 2) a counterclockwise rotation of 90 degrees about point E followed by a horizontal translation 3) a rotation of 180 degrees about point E followed by a dilation with a scale factor of 2 centered at point E 4) a counterclockwise rotation of 90 degrees about point E ...
[DOC File]Further Pure 1
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(understanding of the terms ‘rotation’, ‘reflection’, ‘enlargement’, ‘stretch’ and ‘shear’ will be required). Section 1: Introduction to transformations. Matrices can be used to represent many transformations on a grid (such as reflections, rotations, enlargements, stretches and shears).
[DOC File]OBJECTIVES: To count up in 9s and them back to zero
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Each time identify the centre of rotation, and emphasize the angle and direction. Ask children to come out and show various rotations. Demonstrate rotation of 180 and 270 degrees. Ask what a 90 degrees clockwise rotation followed by a 90 degrees clockwise rotation is equivalent to .
[DOCX File]Bunn Math Eight - Home
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Teri drew a triangle with vertices at (0, 0), (5, 0), and (3, 4). She rotated the triangle 90 degrees counter-clockwise about the origin. What are the coordinates of the new triangle?
[DOC File]Lesson Title - VDOE
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Rotation of 90 degrees counterclockwise about the point (1, 2) Reflection of across the line x = 0 Rotation of 90 degrees clockwise about the origin Reflection of . across the line y = x Reflection of . across the line x = −1 Reflection of . across the line y = −x Reflection of . across the x-axis Translation of
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