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Are angles A and D right angles?
If so, then prove the triangles congruent. Then use CPCTC and the segment addition postulate (definition of point between two points) to prove BE = FD.
its nt mentioned in d question...bt i think it is
so hw will v fyn ?? cn u shw me step by step
Since AB and CD are pillars, then maybe BD is the ground and the pillars are perpendicular to the ground.
I can't show you step by step bec I have no time now. Here's an outline of the proof: Use the HL theorem to prove triangles ABF and CDE congruent. Then use CPCTC to show sides BF and DE congruent. Then BE + EF = BF and EF + FD = ED both by seg addition postulate. Then set BE + EF = EF + FD and subtract EF from both sides.
wat is HL theoram??? @mathstudent55 @M
HL is the Right Triangle version of SSS. Given two sides of a right triangle, the third side is fixed by the Pythagorean Theorem.
hw do i do this problem..i hv no i dea...plzz help @tkhunny
Have we established that the pillars are vertical and the road is horizontal, making the angles at B and D Right Angles?
juz say me hw to dio
If we don't know they are right angles, there is no such demonstration. If you cannot answer that question, you are done.