The instantaneous electric E-Field of a 1 MHz plane wave traveling in the +z direction inair points along the x-direction. If this field reaches a peak value of 1.2n (mV/meter) att = 0 and z = 50 m., obtain expressions for the instantaneous electric field E(x,y,z,t)and the instantaneous magnetic field H(x,y,z, t). Then plot these fields on a single plotas a function of z 2 0 at time t = 0.a) Write the general form of the instantaneous E-Field with the properties given aboveb) Determine or calculate the properties of this E-Field.c) Calculate the corresponding instantaneous magnetic field intensity using Maxwell'sequation's either in phasor or instantaneous time form.d) Plot the instantaneous E-Field and H-Field on a 3-D Cartesian coordinate systemfor z>0 at time t = 0.

Given: The frequency is given as 1 MHz Peak value of the field is 1.2π (mV/meter), t=0 and z=50 m

The instantaneous electric E-Field of a 1 MHz plane wave traveling in the +z direction in air points along the x-direction. If this field reaches a peak value of 1.2n (mV/meter) at t = 0 and z = 50 m., obtain expressions for the instantaneous electric field E(x,y,z,t) and the instantaneous magnetic field H(x, y, z, t). Then plot these fields on a single plot as a function of z > 0 at time t = 0.

The instantaneous electric E-Field of a 1 MHz plane wave traveling in the +z direction in air points along the x-direction. If this field reaches a peak value of 1.2n (mV/meter) at t = 0 and z = 50 m., obtain expressions for the instantaneous electric field E(x,y,z,t) and the instantaneous magnetic field H(x, y, z, t). Then plot these fields on a single plot as a function of z > 0 at time t = 0.