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JH is a midsegment of triangle QRS. What is the length of HS?
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Can you draw the figure, if there is?
|dw:1325766810159:dw|
From your figure, RH=HS
I guess we shouldn't be deceived by the figure. But just a fool's guess though, I believe RH=HS, since the problem has stated that it is a MIDsegment. Therefore, segment JH must be at the middle of the triangle, that would then divide segment RS into 2. Just a guess though. Correct me if I'm wrong.
Also, if there is just one more value given, then this can be easily solved using proportionality method. (Congruency of the triangle)
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No you both are correct!
idk so is the answer HS
sercczionelabus means similarity and ratio he is talking about is 1:2
so wuts the answer
2.5 ft.
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thanx
Sure, no problem.
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