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A rotation is when  the object is moved or rotated along a different side of the axis

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rotation is when u rotate an object or shape (ect) in a clockwise motion

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a rotation is when and object is moving or spinning in a clockwise fashion

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they was using a rotation

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A rotation is when a object is moved or spinned to a different side along a fixed axis.

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A rotation is a motion of a certain space that preserves at least one point.

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Rotation is a dilation is a function from a metric space.

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geometric rotations look like a square wen graphed

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a rotation is when you move around an object or shape clockwise

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Rotation is when you move a shape or object along a fixed axis

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a rotation is when and shape is moving around specifically in a circular motion

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A rotation is when you turn a figure from a fixed point

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1. Rotation when you rotate a object or image to a certain degree.

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a rotation is when a shape or object moves around in a circle.

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Rotation is a object spinning.

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1. A rotation is a spin on a fixed point.

2. Geometric rotations will look like a 90 degree turn counter clockwise.

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Rotation: A transformation of which an object is moving around a specific point.

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Rotation is when something or a object goes in and moves in circles

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Rotations seem like their just spinning in one spot not moving only changing direction.

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Rotation in mathematics is a concept originating in geometry. Any rotation is a motion of a certain space that preserves at least one point. It can describe, for example, the motion of a rigid body around a fixed point

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1.Rotation when you move an object from 120 degrees to 65 degrees it rotates.
2.when you are using geometric rotation

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Rotations just seem as though their spinning on a point, they don't exactly move to other places they just turn a certain amount of degrees. A rotation is rotating the image by a certain degrees.

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1. When your doing geometric rotations on a graph the object Is moving clockwise and counter clockwise starting from 90 degrees.  A clockwise rotation is negative magnitude and a counter clockwise rotation is positive magnitude.

2. A rotation is When an object moves in a circular motion.

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rotations are circular movements for example let say if you spin a book that a rotation because your rotating it in a different direction

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A rotation is a spin so it just turns the shape without moving it and when on a coordinate plane it is turning and making the points go on different coordinate on the graph.

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1.) rotation is just being flipped face down into an 90 degree angle the whole time but if you bring it to a complete rotations its 360.

2.)  Is somoene shadow a real reflection because if it isnt why cant you see yourself you can only see the shape of your body.

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1.rotation is when you rotate the image by a certain degree and rotation is one of the translations that scientists and robotics use.

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1) Rotation is just flipped into a flat surface or being faced down on a flat surface.
2) Rotation can be refreinced counter clock wise and clock wise and how when going clock wise its going to be -90 and going the other way counter clock wise its going to 90 like a positive number

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1:Geometric rotations will have
an counter clockwise rotation.from 0 to the negatives back to 0.
2:Rotation is when something,or an object goes around in a circle. and rotates in one direction.

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1. Rotation is the action in this case) of an angle (or even maybe a line) rotating across the x or y axis.
In the video I notice rotations can go bot clockwise and counterclockwise.

2. On a graph the process of geometric rotations is honestly simple you either move the shape left or right (clockwise or counterclockwise) and the measurements of the shape is the same.

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Rotation is a circular movement of an object around the or the action or system of rotating

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How do geometric rotations look when we create or graph them?

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How do geometric rotations look when we create or graph them?

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Watch the video below and state one thing that you notice.

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Geometry Rotations Explained (90, 180, 270, 360)

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Watch the video below and post 1 noticing and 1 wondering.

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Motion Geometry  Rotations, Reflections and Translations