Find the general solution to the differential equation: y''(x) + 16y'(x) + 65y(x) = 2e^(-8x)cos(x).

Which of the following options represents the general solution to the given differential equation?

A) y(x) = Ae^(-5x)cos(4x) + Be^(-5x)sin(4x) + 2/65e^(-8x)cos(x) + C
B) y(x) = Ae^(-8x)cos(x) + Be^(-8x)sin(x) + 2/65e^(-8x)cos(x) + C
C) y(x) = Ae^(-8x)cos(x) + Be^(-8x)sin(x) + 2/65e^(-8x)sin(x) + C
D) y(x) = Ae^(-5x)cos(4x) + Be^(-5x)sin(4x) + 2/65e^(-8x)sin(x) + C