The measure of triangle are `x^(@), (x+10)^(@), (2x+10)^(@)`. Find the measure of each angle.

Find the measure of x

the measure of angles of triangle are x^(@),(x-20)^(@),(x-40)^(@) find the measure of each angle

Find the measure of angle x

Angles of a triangle are (3x)^(@),(2x-7) and (4x-11)^(@) . Find the measure of x and each angle of the triangle

The measure of the angle of a quadrilateral are 40^(@), 80^(@) and 100^(@) . Find the measure of the fourth angle. The following steps are involved in solving the above problem. Arrange them in sequential order. (A) x^(@)=360^(@)-220^(@) (B) Let the measure of the fourth angle be x^(@) . (C ) :. The fourth angle, x is 140^(@) . (D) 40^(@)+80^(@)+100^(@)+x^(@)=360^(@)

The angles of a triangle are (x-40^@),(x-20^@),(x/2-10^@) .Find the value of x & then find the angles of the triangle.

The measures of two angles of a triangle are 72^(@) and 58^(@) . Find the measure of the third angle.

Two opposite angles of a parallelogram are (3x-2)^(0) and (50-x)^(0). Find the measure of each angle of the parallelogram.

Two angles of a triangle are of measures 105^(0) and 30^(@). find the measures of the third angle.

The angles of a triangle are (x-40)^(0),(x-20)^(0) and ((1)/(2)x-10)^(0) .find the value of x