If the sum of two angles is `135^(@)` and their difference is `(pi)/(12)`, then determine the sexagesimal value and circular value of two angles .

If the sum of two angles be 135^@ and the difference of them be pi/12 , then determine the sexagesimal and circular measures of the two angles.

The measure of one angle of a trangle is 65^(@) and other angle is (pi)/(12) , then determine the sexagesimal value and circular value of third angle.

The measure of one angle of a trangle is 65^(@) and other angle is (pi)/(12) , then determine the sexagesimal value and circular value of third angle.

If the sum of two angles is 135^@ and their difference is Pi/2 , then the of two angles.

If the sum of two angles is 135^(@) and their difference is (pi)/(12) , then the circular measure of the greater angle is

Sum of two angles is 135^@ and their difference is pi^c/12 . Find the sexagicimal and circular values of these two angles.

The sum o9f two angles is 80^@ and their difference is ((pi)/(10))^c find the angle in circular measure.

The sum of two angles is 5 pi^(c) and their difference is 60^(@) . Find the angles in degrees.

The sum of two angles is 5 pi^(c) and their difference is 60^(@) . Find the angles in degrees.