anonymous
  • anonymous
Geometry Question: How do I prove a triangle isosceles when there is a rectangle placed in the middle of it?
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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katieb
  • katieb
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anonymous
  • anonymous
Give the drawing
anonymous
  • anonymous
i forgot one thing
anonymous
  • anonymous
it is not necessarily isoceles till you make clear what middle imples.

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anonymous
  • anonymous
|dw:1328375071307:dw|
anonymous
  • anonymous
properties of a rectangle apply
jhonyy9
  • jhonyy9
what sign exactly ,,in the middle of it " ? ... middle of two lateral sides ?
anonymous
  • anonymous
This is the picture I am given, and i have to prove the triangle isosceles
anonymous
  • anonymous
Use congruence of triangles to proves that tir(GPH) and tri(KMJ) are congruent by RHS condition. Now use fact that corresponding angles of congruent tringles are equal to show Base angles of triangle are equal . Hence proved
anonymous
  • anonymous
I know that I have to prove the triangles congruent and then I can just use cpctc to prove the triangle isosceles, but I do not know what rhs condition is. -__-
anonymous
  • anonymous
Both triangles must be right angles-R have one side equal -S hve hypotenetuse Equal-H
anonymous
  • anonymous
Oh right! hypotenuse leg! I forgot! thanks a lot
anonymous
  • anonymous
|dw:1328375404823:dw| mk=GP , mj=ph and h=j 90 degree now pgm = mjk if pgm = mjk then k=G if k=G then ogk is isosceles
anonymous
  • anonymous
|dw:1328386560821:dw|
jhonyy9
  • jhonyy9
so because HP equal MJ from this result that angle G equal angle K so from this result that the triangle GOK is isosceles
jhonyy9
  • jhonyy9
- so this is the shorter prooff and easy

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