In a triangle `ABC, X and Y` are the points on `AB and BC` respectively. If `BX = 1/2 AB and BY=1/2 BC and AB=BC.` Show that `BX=BY.`

In the fig. we have BX=1/2AB , BY=1/2BC and AB=BC. Show that BX=BY

In the adjacent figure, we have BX = 1/2 AB, BY = 1/2 BC and AB=BC. Show that BX = BY.

In the adjacent figure, we have BX = 1/2 AB, BY = 1/2 BC and AB=BC. Show that BX = BY.

In the adjacent figure, we have BX = 1/2 AB, BY = 1/2 BC and AB=BC. Show that BX = BY.

In the adjacent figure, we have BX = 1/2 AB, BY = 1/2 BC and AB=BC. Show that BX = BY.

In the adjacent figure, we have BX = 1/2 AB, BY = 1/2 BC and AB=BC. Show that BX = BY.

In the adjacent figure, we have BX = (1)/(2) AB, BY = (1)/(2) BC and AB = BC . Show that BX = BY

In a triangle ABC, D, E and F are the mid-points of the sides BC, CA and AB, respectively. BE and DF intersect at X. DE and CF intersect at Y. Find XY = ? A) (1)/(2) BC B) (1)/(4) BC C) (1)/(3) BC D) (2)/(3) BC