ABC, DBC are two triangles in which AC and BD meet at X.
If AX = DX and BX = CX, then which of the following statements are correct?
ΔAXB≅ΔDXC by SAS postulate
∠BAX=∠CDX
AB=CD
In ΔBAX and ΔCDX,
AX = DX ………(given)
BX = CX ………(given)
∠AXB=∠DXC ……….(vertically opposite angles are equal)
ΔBAX≅ΔCDX …… (SAS postulate)
∠BAX=∠CDX ……..(cpct)
AB = CD ……..(cpct)