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A(3, -4) and A’(-3, 4)A(-3, -4) and A’(-3, 4)A(3, -4) and A’(-3, -4)A(-3, -4) and A’(-3, -4)Hint:Look where the lines passing through the point meets the axesThe correct answer is: A(3, -4) and A’(-3, 4)Coordinate of point A = (3, -4)For a rotation of 180o, coordinate rule (a, b) → (-a, -b).A(3, -4) → A’(-3, 4)Rule: The point (x,y) will turn into (-x,-y) after you rotate the initial point 180 degrees clockwise about the origin. So in this case, (x,y) = (3,-2) turns into (-x,-y) = (-3,2) The image is (-3,2) GraphNotice how the image, preimage, and origin all lie on the same straight line (dashed purple line). Note: the preimage is the initial starting point (3,-2) and the image is the final ending point (-3,2) after the rotation.
Sarah L. asked • 09/17/20
A. A'(0, 3), B'(2, 3), C'(1, 1) B. A'(0, -3), B'(3, -2), C'(1, -1) C. A'(-3, 0), B'(-3, 2), C'(-1, 1) D. A'(0, -3), B'(-2, -3), C'(-1, -1) |