IM having a hard time understanding:
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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Question

IM having a hard time understanding:
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)
Picture in comments

anonymous · Answer

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hero · Answer

For Part I, it means to translate the graph of ABCD to a different location on the xy plane then describe why a translation doesn't change the size of the parallelogram.

hero · Answer

For Part II, it wants you to change the size of ABCD, but it wants you to do it in a way where the parallelogram you create is still similar in ratio to ABCD.

hero · Answer

In order to do all of this successfully, it is important to keep track of the lengths of the segments as well as their slopes.