Solve the wave equation using Fourier Transform: o'u o'u 0 0 %3! -16x| u(x, 0) = e %3D u,z, 0) = 0. O a 32 u (x,1) - Real COS wt %3D 256+ w Ob. u (x, 1) = Real 2x sin wt 256 + w Oc. 32 u (x,1) = Real sinwt !! w 256 + w Od. 32 u (x,1) = Real cos wt w (256 + w*) 2x O e No correct answer