5/27/2023 0 Comments Rotation 90 degrees clockwiseChoose the coordinates of the vertices of the image. (2,3) Reflect the figure across the x -axis. (-1,3) Reflect the figure across the line y=x. (0,3) Reflect the figure across the y -axis. / Translate the following figure using vector 〈-2,-1〉. (-3,-1) What would the following figure look like after a rotation 90 degrees counterclockwise, followed by a reflection in a horizontal mirror? (-5, 14) Reflect the figure across the line y=-x.Choose the coordinates of the vertices of the image. Find the coordinates of the translated triangle if it is moved 5 units to the left and 6 unit up. Find the coordinates of the translated triangle if it is moved 3 units to the right and 1 unit up. Rotate the figure 90 degrees counterclockwise. translation Rotate the preimage and choose the coordinates of each vertex. NOT (-8, -7) What would the following figure look like after a reflection in a horizontal mirror?Īrrow to the right -> right -> A slide from one place to another is called a _. The coordinates of the translated triangle are (2,-2),(-1,-5), and (-2,2). ![]() rotation The image is the geometric figure _ a transformation. (2,-1) A change about a point such that each part of the figure and its image are the same distance from the point, and such that all angles in the figure remain the same is called a _. ![]() Rotate the figure 90 degrees counterclockwise and then 180 degrees. Rotate the preimage and choose the coordinates of each vertex.
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