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Part A: 1) reflection with respect to the horizontal line (axis) whose equation is y=−1 2) horizontal translation to the right by 7 units; 3) vertical translation upward by 2 units" in order to write the coordinates of the vertices A,B,C,D you have to make such three transformation on a cartesian plane, so you can see exactly the values of such coordinate Part B: reflections and translations are special isometries, so they don't change the shape and the size of the quadrilateral ABCD, then the geometrical shape obtained, is congruent with the starting geometrical shape
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looks like it :)
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