Magnetic field in a plane electromagnetic wave is given by B - B0 sin kx - - t - TExpression for corresponding electric field will be -Where c is speed of light-

The correct option is A E = B_0 csin (kx + ω t) k̂ V/m EB=C B = B_0sin(kx + ω t) E = B_0Csin(kx+ω t)k̂ V/m ...

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Displacement Current

Magnetic fiel...

Question

Magnetic field in a plane electromagnetic wave is given by
$\to B = B_{0} s i n (k x + ω t)^j T$
Expression for corresponding electric field will be :
Where c is speed of light.

\to E = B_{0} c sin (k x + ω t)^k V / m

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\to E = \frac{B_{0}}{c} sin (k x + ω t)^k V / m

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\to E = - B_{0} c sin (k x + ω t)^k V / m

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\to E = B_{0} c sin (k x - ω t)^k V / m

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