The circular value of each internal angle of a regular hexagon is

Options

A. `(pi)/(3)`
B. `(2pi)/(3)`
C. `(pi)/(6)`
D. `(pi)/(4)`

Explanation

The number of sides of a regular hexagon is 6.
`therefore "The value of each external angle" =(360^(@))/(6)=60^(@)`
` therefore "The value of each internal angle" =180^(@)-60^(@)=120^(@)xx(pi)/180^(@)=(2pi)/(3).`
Hence the required value is `(2pi)/(3).`