If the magnetic field in a plane electromagnetic wave is along the y axis and its component is given by B_m sin (kx - $ \omega $t), in SI units them the electric field is along the z axis its component is given by" A) (cB_m)cos(kx - $ \omega $t) B) -(cB_m/c)cos(kx - $ \omega $t) C) -(cB_m/c))sin(kx - $ \omega $t) D) B_mcos(kx - $ \omega $t) E) (cB_m/c))sin(kx - $ \omega $t)

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The Answer of If the magnetic field in a plane electromagnetic wave is along the y axis and its component is given by B_m sin (kx - $ \omega $t), in SI units them the electric field is along the z axis its component is given by" A) (cB_m)cos(kx - $ \omega $t) B) -(cB_m/c)cos(kx - $ \omega $t) C) -(cB_m/c))sin(kx - $ \omega $t) D) B_mcos(kx - $ \omega $t) E) (cB_m/c))sin(kx - $ \omega $t)

If the Magnetic Field in a Plane Electromagnetic Wave Is ω \omega ω

If the Magnetic Field in a Plane Electromagnetic Wave Is $\omega$