Please check the wording of the problem.
As stated, the conclusion cannot be true.
Points and are on the side of with
Points and are on the sides and resp. such that is a rhombus.
Prove thatSupposeCode:X o |\ | \ | \ | \ | \ A o \ | * \ | * \ | * \ | * \ | *\ B o o D | * |\ | * | \ | * | \ | * | \ | * | \ Y o - - - - - o - - o Z C
We are given: .
Since is a rhombus: .
Then we have right triangle in which side
. . and hypotenuse are equal. ??