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Triangle DEF is congruent to right triangle GHI with a right angle at vertex H. If the slope of DE is –2, what must be true?
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Loser66 to the rescue
You should have something to pick, right? like options!!
The slope of HI is. The slope of EF is. The slope of GH is –2. The slope of DF is –2.
The slope of HI is. 1/2 The slope of EF is. 1/2
You have no information about GHI, hence there is no way to get something for it. However, DEF \(\cong\)GHI, but GHI is a right triangle at H, that forces DEF is a right triangle at E Make sense?
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yeah makes total sense actually again thank you so much
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