The measures of angles of a triangle are `2x^(@),3x^(@)` , and `4x^(@)` . What type of triangle is it ?

The angles of a triangle are (3x)^(@) , (2x-7)^(@) and (4x-11)^(@) . Then, x = ?

The measures of angles of a triangle are x^@ , (x - 20)^@ and (x-40)^@ . Find a measure of each angle.

If the measure of the angle of a triangle are (2x)^(0),(3x-5)^(0) and (4x-13)^(0). Then the value of x is 22 (b) 1820 (d) 30

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

If the measure of angles of a triangle are x^(@), y^(@) and 40^(@) and difference between the two measures of angles x^(@) and y^(@) is 30^(@) then find the values of x^(@) and y^(@)

The angles of a triangle are 3x^@ , (2x -7)^@ and (4x-11)^@ . The value of x is

The angles of a triangle are (3x)^(0)(2x-7)^(0) and (4x-11)^(0) . The value of x is