Each interior angle of a polygon is 115
degree will it be a regular polygon
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My answer is no because it is not a rectangular polygon
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5
No it be not be a regular polygon
kashishpanj:
Why it not be a regular polygon
If each interior angle of a regular polygon with n sides is 115 degree then the sum of the interior angles is equal to 115n degrees. In a polygon with n sides the sum of interior angles is 180(n-2) degrees Therefore 180(n-2)= 115n or 180n-360=115n or 65n=360 or n 5.538(aaprox) If a polgon has n sides then n must be a whole number So it is not possible
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