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In a `triangle ABC` medians BE and CD are produced respectively to points X and Y such that CD = DX and BE =EY.Show that X,A and Y are collinear. Also, show that A is the midpoint of XY. |
Answer» `A xx BC` is a `||gm` `AYCB` is also a ||gm `AX || CB` `AY || BC` `A + B + C = 180^@` `AX=CB & AY=BC` So,`AX= AY` A is the midpoint of XY Hence proved |
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