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Choose all pairs of points that are reflections of each other across both axes. A. (–412, 1) and (–1, 412) B. (2.5, –1) and (–212, 1) C. (4.2, –1) and (2.4, –1) D. (1, –2.25) and (–1, 214) E. (–2, 213) and (2, 213) |
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Answer» Step-by-step explanation: Each point moves the same distance from the line of REFLECTION. ... T(4,1) Ti 1-4,-1 ). A(3,5) = 4(1,5) (-1). B(3,3)Bil-3.1) (-142). B(5,12) .B'(7112). A(8,-2). ^'62,8) ... and C. . 1. Reflect the triangle over the y-axis. 2. Reflect the triangle over the x-ax. |
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