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Miles drew square STUV with vertices at (–2, 4), (6, 4), (6, –4), and (–2, –4). He read that squares have congruent diagonals. Which statement and reason proves that Miles'…

Miles drew square STUV with vertices at (–2, 4), (6, 4), (6, –4), and (–2, –4). He read that squares have congruent diagonals. Which statement and reason proves that Miles'…
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Miles drew square STUV with vertices at (–2, 4), (6, 4), (6, –4), and (–2, –4). He read that squares have congruent diagonals. Which statement and reason proves that Miles's square has congruent diagonals?

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User TChadwick
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The ones that are right are all because when you put on the paper and the draw the graph it shows a square
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User Zoltan Hernyak
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