Question 1178373
a circle whose diameter is {{{d=20}}}m=> radius is {{{r=10}}}m

{{{A[c] =r^2*pi=10^2*pi=314.16}}}


A regular hexagon is inscribed in circle of radius{{{ r}}}. The perimeter of regular hexagon is {{{6r}}}=> side is equal to radius

 {{{A[h]= (3sqrt(3)*s^2)/ 2}}} where {{{s}}} is the length of a side of the regular hexagon

{{{s =10}}}

{{{A[h] = (3sqrt(3)*10^2)/ 2 =259.81}}}

The area of the {{{6 }}}segments of the circle formed by the sides of the hexagon is 

{{{314.16-259.81=54.35}}}sq. m