CONCEPT:
- Electromagnetic waves or EM waves: The waves that are formed as a result of vibrations between an electric field and a magnetic field and they are perpendicular to each other and to the direction of the wave is called an electromagnetic wave.
- The accelerating charged particle produces an electromagnetic (EM) wave.
- A charged particle oscillating about an equilibrium position is an accelerating charged particle.
- Electromagnetic waves do not require any matter to propagate from one place to another as it consists of photons. They can move in a vacuum.
Properties of electromagnetic waves:
- Not have any charge or we can say that they are neutral.
- Propagate as a transverse wave.
- They move with the velocity the same as that of light i.e 3 × 108 m/s.
- It contains energy and they also contain momentum.
- They can travel in a vacuum also.
EXPLANATION:
- From above it is clear that Electromagnetic waves do not require any matter to propagate from one place to another as it consists of photons. Therefore option 1 is correct.
- In an electromagnetic wave, the electric field and magnetic field vary continuously with maxima and minima at the same place and same time. Therefore option 2 is correct.
- The energy in an electromagnetic wave is divided equally between electric and magnetic fields. Therefore option 3 is correct.
- An electromagnetic wave is a perpendicular variation in both the electric field(E) and Magnetic field(B). Therefore option 4 is incorrect.

- Electromagnetic waves move with the velocity of light in free space. Given by
\(C =\frac{1}{\sqrt{μ_{0}ε_{0} }}\)
Where C = Velocity of light,ε0 =Permitivity of free space, μ0 =Permiability of free space
- In a material medium Electromagnetic wave moves with velocity V which is not equal to the velocity of light, given by
\(V =\frac{1}{\sqrt{με }}\)
Where μ =Permiability of free space, ε = Permeability of medium
- The amount of energy imparted by an electromagnetic wave in unit volume while passing through a medium is termed as energy density, given by
\(U = U_{E} + U _{B} = \frac{\varepsilon_0 E^{2}}{2} +\frac{B_0^{2}}{2\mu_0}\)
Where E = Electric field, B = Magnetic field, B0 = Magnetic field,ε0 =Permitivity of free space, μ0 =Permiability of free space