Slides, flips, and turns have a more "mathmatical" names. They are translations, reflections, and rotations. Together these are refered to as transformations.
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Gr. 6 Transformations
There are FOUR quadrants on a Cartesian plane that are usually labled using Roman Numerals. Before we move on let's learn a little bit about Roman Numerals.
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EdPuzzle - /7 (6:55)
I struggle with Roman Numerals for about 159 days , but then all of a sudden it just CLIX.
Gr. 6 Roman Numerals
Relate the axes of the Cartesian plane to intersecting horizontal and vertical representations of the number line.
The axi on a Cartesian Plane are just like two intersecting number lines.
Locate a point in the Cartesian plane given the coordinates of the point.
Describe the location of a point in the Cartesian plane using coordinates.
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Gr. 6 Quadrants
Gr. 6 Coordinate Plane
Model a polygon in the Cartesian plane using coordinates to indicate the vertices.
Describe the location of the vertices of a polygon in the Cartesian plane using coordinates.
Create an image of a polygon in the Cartesian plane by translating the polygon.
Describe the horizontal and vertical components of a given translation.
Relate the coordinates of a polygon and its image after translation in the Cartesian plane.
Gr. 6 Translations
Create an image of a polygon in the Cartesian plane by reflecting the polygon over the x-axis or the y-axis.
Describe the line of reflection of a given reflection.
Relate the coordinates of a polygon and its image after reflection in the Cartesian plane.
Gr. 6 Reflections
Create an image of a polygon in the Cartesian plane by rotating the polygon 90°, 180°, or 270° about one of its vertices, clockwise or counter-clockwise.
Describe the angle and direction of a given rotation.
Relate the coordinates of a polygon and its image after rotation in the Cartesian plane.
Rotations: Graph the Image
Gr. 6 Rotations
Relate the coordinates of a polygon and its image after translation, reflection, or rotation in the Cartesian plane.