AC is parallel DC and E is the mid point of side AC, then prove that E is also a mid point of side BD
Answers
Answered by
3
In triangle ABC , AB II ED
In similar triangle ABC and EDC
CE/CA=CD/CB put CD=1/2.CB
CE/CA= 1/2.CB/CB
CE/CA=1/2 => CE=1/2.CA Therefore E is the mid point of CA, and BE is another median 0f triangle ABC. Proved.
In similar triangle ABC and EDC
CE/CA=CD/CB put CD=1/2.CB
CE/CA= 1/2.CB/CB
CE/CA=1/2 => CE=1/2.CA Therefore E is the mid point of CA, and BE is another median 0f triangle ABC. Proved.
Similar questions