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Let Each interior angle be x.
Therefore, Exterior angle = x
Measure of each exterior angle = 360/n
=> x= 360/n
Also, x = {180(n-2)}/n
Equating both values of x, you can get answer!
Therefore, Exterior angle = x
Measure of each exterior angle = 360/n
=> x= 360/n
Also, x = {180(n-2)}/n
Equating both values of x, you can get answer!
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1. Join all the sides internally and draw their exterior angles. (Make them in such a way that triangles are formed)
2. Use the exterior angles sum property of a triangle.
3. Create six equations.
4. Add all of them.
5. Also substitute the values.
6. You will get your result.
Or
Do same till 1st step. Then apply the total angle property I.e., Sum of all angles divided by 360.
(1080 is sum of all angles of a regular hexagon.
2. Use the exterior angles sum property of a triangle.
3. Create six equations.
4. Add all of them.
5. Also substitute the values.
6. You will get your result.
Or
Do same till 1st step. Then apply the total angle property I.e., Sum of all angles divided by 360.
(1080 is sum of all angles of a regular hexagon.
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