Observe parallelogram ABCD plotted on the coordinate plane below.
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Part I: Provide the coordinates of a parallelogram A’B’C’D’ that is congruent to parallelogram ABCD. Explain why these figures are congruent. (4 points)
Part II: Provide the coordinates of a parallelogram A’’B’’C’’D’’ that is similar to parallelogram ABCD. Explain why these figures are similar. (6 points)
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This problem is super tricky and it is my last one
if you know the definition of "congruence" and "similarity" it should not be too tricky.
Congruent: you can translate and rotate the initial shape, the resulting shape is congruent to the initial one. Just move all four points A,B,C,D to the right by 1 little square, you get a congruent parallelogram.
Similarity: ... (it should be written in your book?)
I don't have a book i am in FLVS
similarity: you are allowed to scale the initial shape, the resulting shape is "similar" to the first shape.
For this one, just find points that will define a parallelogram that is half the size of ABCD.