HIJG is a rectangle. Why is triangle HGI congruent to triangle JIG? Exp. your reasoning. (PLZ HELP ME 4 MEDAL!!)
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I really need help for this there are 4 steps i dont know.
3 steps ***
i know the first step is..
reflexive property of congruence
opposite sides of a rectangle are congruent is the second step. i really just need the 3rd step now. any ideas?
Or is there not enough information to conclude an answer?
read this you may understand it better http://www.mathwarehouse.com/geometry/congruent_triangles/hypotenuse-leg-theorem.php
hypotenuse leg theorem (HL) states that two right triangles are congruent if their hypotenuses are congruent and a corresponding leg is congruent.
mihai i have googled that and read it. it just doesnt make sense to me
omg ! wow. now i get it!! i was missing the HL theorem.
i feel so stupid. thank you guys!
hi=gj length of rectangle hg=ij wide of rectangle ig=ig same rib you also can use angle of that: h^=j^=90 ig=ig hg=ij
for ex here HG=IJ which is the leg, and IG is hypotenuses for both triangles
;)
SO WHATS THE ANSWER? GUYS
?
??
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