Please include all work! A transverse plane E&M; wave is traveling in z-directio
ID: 2103935 • Letter: P
Question
Please include all work!
A transverse plane E&M; wave is traveling in z-direction in free space. Assume that the wave is (z,t) = exp(kz - omega t) (z,t) = exp(kz - omega t) polarized along x-direction so that Ev = 0, Bx = 0. Show that the corresponding non-zero field components Ex(z,t) and Hy(z,t) satisfy the system of equations: [E H times ] = [ 0 -j omega epsilon -j omega mu 0] [E H times ] Where the matrix equations is meant to apply individually to the x and y components of the vectors. Remember that Br(z,t) = mu Hr(z,t) and other properties of the transverse E&M; wave.Explanation / Answer
Parameters
Population mean = ? = ( ? Xi ) / N
Population standard deviation = ? = sqrt [ ? ( Xi - ? )2 / N ]
Population variance = ?2 = ? ( Xi - ? )2 / N
Variance of population proportion = ?P2 = PQ / n
Standardized score = Z = (X - ?) / ?
Population correlation coefficient = ? = [ 1 / N ] * ? { [ (Xi - ?X) / ?x ] * [ (Yi - ?Y) / ?y ] }