If E and B represent electric and magnetic field vectors of the electromagnetic waves, then the direction of propagation of the waves will be along

Question

If E and B represent electric and magnetic field vectors of the electromagnetic waves, then the direction of propagation of the waves will be along (A) B × E (B) E (C) B (D) E × B

Tardigrade Admin · Accepted Answer

Direction of propagation of Electromagnetic waves is perpendicular to electric field and magnetic field. Hence direction is given by pointing vector vecS= vecE× vecH=( vecE× vecB/μ0).

Q. If $E$ and $B$ represent electric and magnetic field vectors of the electromagnetic waves, then the direction of propagation of the waves will be along

$B \times E$

E

B

$E \times B$

Direction of propagation of Electromagnetic waves is perpendicular to electric field and magnetic field. Hence direction is given by pointing
vector $S = E \times H = \frac{E \times B}{μ _{0}} .$

Q. If E and B represent electric and magnetic field vectors of the electromagnetic waves, then the direction of propagation of the waves will be along

B×E

E

B

E×B

Direction of propagation of Electromagnetic waves is perpendicular to electric field and magnetic field. Hence direction is given by pointing vector S=E×H=μ0​E×B​.

Q. If $E$ and $B$ represent electric and magnetic field vectors of the electromagnetic waves, then the direction of propagation of the waves will be along

$B \times E$

$E \times B$

Direction of propagation of Electromagnetic waves is perpendicular to electric field and magnetic field. Hence direction is given by pointing
vector $S = E \times H = \frac{E \times B}{μ _{0}} .$