Rule for rotation 270 degree
[DOC File]Study Guide – Rules for Transformations on a Coordinate Plane
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III. Rotation. a simple definition in our own words or word art. an accurate, appropriate real world example. 3 examples on the coordinate plane or using coordinates to show a 90, 180, and 270 degree rotation. a detailed explanation of how rotation works. a general rule that is easy to memorize
[DOCX File]Coach Harrison
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What is the rule for a reflection across the y-axis followed by a translation 7 units to the right and 7 ... counterclockwise rotation by 270 degree about the origin. C. Reflection over the y-axis, reflection over the x-axis, counterclockwise rotation by 180 degree about the origin. ... counterclockwise rotation by 180 degree about the origin ...
[DOCX File]MY SITE - Home
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The rule for a 270 degree rotation about the origin is (x,y) ( (y,-x), but the center of this circle is not the origin. We can center the circle at the origin and change the coordinates of …
Rotation Rules (Explained w/ 16 Step-by-Step Examples!)
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]Transformations Presentation Checklist
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What is a rule for 90 degree clockwise rotation? 42. What is the rule for 180 degree rotation? 43. What is the rule for a translation up 6 and right 4? 44. What is the rule for a 270 degree clockwise rotation? 45. What is the rule for a reflection over y=x? 46. What is the rule for a reflection over the y-axis?
[DOC File]Rotations – Discovery Activity
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90 degree. clockwise rotation around the origin (0,0), use: (y, -x) ... 270 degree. clockwise rotation around the origin (0,0), use: (-y, x) Example 1: Triangle NPQ has vertices N(0,0), P(4,-1), and Q(4,2). Rotate clockwise 90 degrees. N(0,0) (y, -x) N’(0 ,0) ... Rule: Divide the coordinates of the image by the coordinates of the original ...
[DOC File]Notes Transformations: Rotations
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Exchange papers with a partner and verify that you have come up with the same rule. Using your rules from above, predict (without actually rotating your board yet) what will happen to the segments after rotations of 90°, 180°, and 270° and write the equation.
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