Calculate the Stokes parameters, vs. ω, for the vector of the previous problem, assuming that the constant A is real. Study the corresponding curve on the Poincar´e sphere. Write in component form,...

Calculate the Stokes parameters, vs. ω, for the vector of the previous problem, assuming that the constant A is real. Study the corresponding curve on the Poincar´e sphere.

Write in component form, using cylindrical and cartesian coordinates, a vector, E₁, such that the vector E + E₁
is circularly polarized at any point, where E is the vector defined in the previous problem.