Let's call the midpoint of GF M. MF = 16/2 = 8 KF = 25.89 MK = sqrt(25.89^2 - 8^2) MK = 24.62 MKF = 8 * 24.62 / 2 = 98.48 square units for one triangle There are 20 of those triangles that make up the decagon. Therefore the total area = 20(98.48) = 1969.6 which would be option C