Wave Parameters An electromagnetic plane wave with angular frequency w = 1.5080 x 1010 s-' has the following electric and magnetic field components. E(F)=(-7.5748-j8.7371)exp(-j22.2932x+ j44.5864y- j66.8796=)a, +(6.3788- j7.8847 )exp(-/22.2932x + /44.5864y-/66.8796=)a, V/m +(6.7774-j2.3441)exp(-j22.2932x+ /44.5864y- j66.8796=)a, A (F)= (-0.0350+ /0.0303)exp(-/22.2932x+ /44.5864y - j66.8796=)a +(-0.0316-j0.0255)exp(-j22.2932x + j44.5864y - j66.8796=)a, A/m +(-0.0094 - /0.0271)exp(-/22.2932x+ /44.5864y- j66.8796=)a, Problem #1 - Polarization Vector P Determine, simplify, and write the expression for the polarization vector P of this wave. Problem #2 - Frequency f Determine the angular frequency @ and ordinary frequency f of this wave. Problem #3 - Wave Vector k Write the expression for the wave vector k of this wave. Problem #4 - Polarization Type Write the expression for the polarization vector P of this wave. Determine the polarization of this wave as linear polarization (LP), right circular polarization (RCP), left circular polarization (LCP) or elliptical polarization (EP). Justify your answer. Problem #5 - Wavelength 1 Calculate the wavelength 1 and the free space wavelength 1, of the wave. Problem #6 - Refractive Index n & Impedance n Calculate the refractive index n and the impedance r of the medium. Problem #7 - Relative Permittivity &, and Relative Permeability #, Calculate the relative permittivity &, and relative permeability #, of the medium. Problem #8 - Poynting Vector jo Calculate the RMS Poynting vector o of the wave. Calculate the angle between the RMS Poynting vector jo and the wave vector k