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Use triangle DEF shown below to answer the question that follows:
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What statement is needed to prove triangle DEF is similar to triangle GDF? A. Segment DG is an altitude of triangle DEF B. Segment EF is a hypotenuse C. Segment ED is shorter than segment DF D. Angle is congruent to itself
B is already true. C. doesn't make sense how how that would give us Similar triangles D. is always true for for any any angle
If we know A then we can prove the similarity ... using AA |dw:1422236688169:dw|
So A then? >_>
yes :)
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thank you! ;u;
(it was correct for those in the future looking at this)
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