A point X is chosen inside the triangle ABC such that is is equidistant from the three vertices of the triangle. If angle XAB is 25 degrees and angle BXC is 120 degree,then which of the following can be concluded regarding the sides of the triangle ? A .ABACBC B.ABBCAC C.BCACAB D.ACBCAB

Question

A point X is chosen inside the triangle ABC such that is is equidistant from the three vertices of the triangle. If angle XAB is 25 degrees and angle BXC is 120 degree,then which of the following can be concluded regarding the sides of the triangle ? A .AB>AC>BC  B.AB>BC>AC  C.BC>AC>AB  D.AC>BC>AB

qwertty123 · Answer

http://sakharov.net/triangle.html there is some info..you might already know..

debpriya · Answer

So we ll find all the angles in the above case and the side opposite to the bigger angle will be greater ? That's how we do this right ?