[" The electric field of a plane polarized "],[" electrimagnetic wave in reespace at time "],[t=0" is given by an expression "],[vec E(x,y)=10hat j cos[(6x+8z)]],[" The magnetic field "vec B(x,z,t)],[" by : (cis the velocity of light) "]

The electric field of a plane polarized electromagnetic wave in free space at time t = 0 is given by an expression vec(E) (x,y) = 10 hat(j) cos [(6 x + 8z)] The magnetic field vec(B) (x, z, t) is given by: (c is the velocity of light)

The electric field of a plane polarized electromagnetic wave in free space at time t = 0 is given by an expression vec(E) (x,y) = 10 hat(j) cos [(6 x + 8z)] The magnetic field vec(B) (x, z, t) is given by: (c is the velocity of light)

The electric field of a plane electromagnetic wave in vacuum is represented by E_x = 0, E_y = 0.5 cos [2pi xx 10^8( t —x/c)] and vec E_z = 0 the wavelength of the wave, is

If the electric field component of an electromagnetic wave moving in positive x direction is given by vec E = 6 cos[1.2x - 3.6 * 10^8 t] hat j N/C then the equation of magnetic field of the electromagnetic wave will be

If the electric field component of an electromagnetic wave moving in positive x direction is given by vec E = 6 cos[1.2x - 3.6 * 10^8 t] hat j N/C then the equation of magnetic field of the electromagnetic wave will be

The electric field of a plane electromagnetic wave is given by vec(E)=E_0haticos(kz)cos(omegat) The corresponding magnetic field vec(B) is then given by :

The electric field of a plane electromagnetic wave in vacuum is represented by E_x = 0, E_y = 0.5 cos [2pi xx 10^8( t —x/c)] and vec E_z = 0 The direction of propagation of e.m. wave is along

The electric field of a plane electromagnetic wave in vacuum is represented by vecE_x=0 , vecE_y=0.5 cos[2pixx10^8(t-x/c)], vecE_z=0 (a) What is the direction of propagation of electromagnetic wave? (b) Determine the wavelength of the wave. (c) Compute the component of associated magnetic field