The angles of a triangles are (x-40), (x-20)^o and \((\frac{x}{2}-10)^o\), Find the value of x and then the angles of the triangle.

In the given figure, AF||BE, \(AC\bot BE\) and AF bisects \(\angle GAD.\) If \(\angle GAD=70^o\), then find the measure of \(\angle ABC\ and\ \angle ADE \)

In \(\triangle ABC, if\ \angle A=(2x-5^o),\angle B=(5x+5^o),\angle C=(3x+50^o)\), then find the value of x, \(\angle A, \angle B\ and\ \angle C.\)

An exterior angle of a triangle is 110^o and one of the interior opposite angles is 30^o. Find the measure of another two angles of the triangle.

If a transversal intersects two parallel lines, then the bisectors of any pair of alternate angles are parallel. prove it.

In given figure BA||ED and BC||EF. Show that \(\angle ABC=\angle DEF.\)

In the figure PQ||RS, CBD is a transverse and \(\angle BCQ=135\). Find \(\angle RBD\)

In the figure find 'x'

In the figure AB || CD if \(\angle ABR=45^{ 0 }\) and \(\angle ROD=105^{ 0 }\) then find \(\angle \) ODC

In the given figure AB ||CD  and EF is transversal cutting them at G and H respectively.If \(\angle EGB=35^{ 0 }\) and QP \(\bot \) then find \(\angle PQH\)

find the angles of a triangle PQR if \(\angle p-\angle q=45^{ 0 }\) and \(\angle Q-\angle R=30^{ 0 }\)

An exterior angle of a triangle is \(115^{ 0 }\) and one of the interior opposite angles is \(35^{ 0 }\).Find the other two angles of the triangle.

In figure \(\angle \) DOB =\(87^{ 0 }\) and \(\angle \) COA =\(82^{ 0 }\) If \(\angle \)BOA \(35^{ 0 }\) and Find \(\angle \) COB and \(\angle \)COD

If (3x-\(58^{ 0 }\)) and (x+\(38^{ 0 }\)) are supplementary angles,find x and the angles.

Find the supplement of \(\frac { 4 }{ 3 } \) of right angle