In the figure above, BC=AC, CD=CE. If `angleABC=50^(@)`, then find `angleCED`.

In the given figreu AB||CD,angleBAD=30^(@) and angleECD=50^(@) , find angleCED

In the given figreu AB||CD,angleBAD=30^(@) and angleECD=50^(@) , find angleCED

In the figure given above, AB is parallel to CD. angleABC = 65^(@), angleCDE = 15^(@) and AB = AE. What is angleAEF equal to ?

In the figure above, angleABC=60^(@) . Find x.

In the figure above, BC || DE and angleABC=angleCED. angleA=angleACB-30^(@) . Find angleA .

If, in the figure above, CD=1, AB=-2, and AD=6, then BC=

In the figure, AB = AC and BC is procured to D, if angleCDE=20^(@) and angleBAC=80^(@) , then find the angle of angleCED .

In the figure, ABD, BCD are two triangles. BD is the bisector of angleABC and angleADC. bar(AB)" || "bar(CD) and bar(AD)" || " bar(BC) . If angleBCD=50^(@) , then find the angle of angleBAD .