The sides of a hexagon are produce in order. If the measures of exterior angles angle so obtained a$\left(6x-1\right)°, \left(10x+2\right)°, \left(8x+2\right)°, \left(9x-3\right)°, \left(5x+4\right)°:and \left(12x+6\right)°,$  find each exterior angles .   

The interior angle of a pentagon are in the ration $4:5:6:7:5$ find each angle of a pentagon.

Two angles of a hexagon are $120°$and$160°$ If the remaining four angles are equal find each equal angle.

Figure given, shows a pentagon ABCDE with side AB and ED are equal to each other and $\angle B:\angle C:\angle D=5:6:7$

Using formula find the sum of interior angles of the pentagon,

Figure given, shows a pentagon ABCDE with side AB and ED are equal to each other and $\angle B:\angle C:\angle D=5:6:7$

Write the value of $\angle A+\angle E$

Figure given, shows a pentagon ABCDE with side AB and ED are equal to each other and $\angle B:\angle C:\angle D=5:6:7$

 Find the angle B, C and D.

In hexagon ABCDEF , side AB is parallel to FE and $\angle B:\angle C:\angle D:\angle E=6:4:2:3$ find $\angle B$ and $\angle D$

The angles of a hexagon are $x+10° , 2x+20° ,2x-20° ,3x-50° ,x+40° and x+20° ,$ find $x$ in degrees.