4 Transformations 4 1 Translations 4 2 Reflections 4 3 Rotations Use dynamic geometry software to draw the polygon with the given vertices Use the

COORDINATE GEOMETRY Quadrilateral KLMN has vertices K(2, 4), L(1, 3), M(4, 2), and N(3, 4) Graph KLMN and its image under reflection in the x-axis

What is different? Transformation A transformation is when a shape is ______, resulting in an image There are four

Mirror Lines can be in any direction Page 4 Reflection Symmetry Reflection Symmetry (sometimes called Line Symmetry or Mirror Symmetry)

4 Transformations allow motion to enter into the discussion of an otherwise static subject 5 Transformations provide the link between Geometry and

19 août 2020 · Identify the 4 basic transformations (reflection, rotation, translation, dilation) • Use correct notation to identify and label preimage

Circle the resultant transformation from AABC to AA''B''C''? Rotation 90o Reflection Translation 4 A = (6, -1) A' = (-

It incorporates several of the expectations from the grade seven strand “Geometry and Spatial Sense” in the Ontario Curriculum and opens the door for further

There are four types of transformations of geometric figures in the coordinate plane They are translations, reflections, rotations, and dilations

Transformations Geometric figures can change position using translations, reflections, rotations, and dilations You can use a coordinate plain to graph figures that results from these transformations

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4 Develop definitions of rotations, reflections, and translations in terms of angles, circles, perpendicular lines, parallel lines, and line segments G CO A 5

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In geometry, there are specific ways to describe how a figure is changed How did the transformation change the points? A (2, 4) B (4, 4)

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transformation – of a geometric figure is a change in its position, shape, or size T (2, 3), R (2, 5), A (7, 3), and N (4, 1) Graph the each image of

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In geometry, a transformation is a way to change the position of a figure The fourth transformation that we are going to discuss is called dilation

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Investigation 4 Reflections introduces the last of the three most common isometries Geometric transformations may be explored through the application of

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Geometry has long occupied an important place in the mathematics curriculum in many PosQ1 to PosQ 4 were not related to geometric transformation,

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