If E is an electric field and vector B is the magnetic induction, then the energy flow per unit area per unit time in an electromagnetic field is given by

(A) \(\frac{1}{\mu_0}\) \(\overset\rightarrow{E}\times\overset\rightarrow{B}\)

(B) \(\overset\rightarrow{E}.\overset\rightarrow{B}\)

(C) E2 + B2

(D) \(\frac{E}{B}\)


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Correct option is: (A) \(\frac{1}{\mu_0}\) \(\overset\rightarrow{E}\times\overset\rightarrow{B}\)

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