Question

find the measure of each exterior angle of a regular polygon of 12 sides ?​

Answer 1

Answer:

Since a dodecagon has 12 sides, an exterior angles is 360˚12=30°

Answer 2

Answer:

We know that the measure of exterior angle is (

We know that the measure of exterior angle is ( n

We know that the measure of exterior angle is ( n360

We know that the measure of exterior angle is ( n360

We know that the measure of exterior angle is ( n360 )

We know that the measure of exterior angle is ( n360 ) 0

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore,

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, (

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 )

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =(

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =( 20

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =( 20360

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =( 20360

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =( 20360 )

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =( 20360 ) 0

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =( 20360 ) 0 =18

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =( 20360 ) 0 =18 0

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =( 20360 ) 0 =18 0

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =( 20360 ) 0 =18 0 Hence, the measure of exterior angle is 18

We know that the measure of exterior angle is ( n360 ) 0 where n is the number of sides.Here, it is given that the number of sides n=20, therefore, ( n360 ) 0 =( 20360 ) 0 =18 0 Hence, the measure of exterior angle is 18 0