Let \overrightarrow{\E} and \overrightarrow{\B} are electric and magnetic field in an electromagnetic wave. Identify the correct option.

Correct Answer is : →E=E0sinω(t−xc)∧j,→B=B0sinω(t−xc)∧k

\overrightarrow{ {\E}=\E_0 \sin \\omega (\t-\frac{\x}{\c}) \hat{\j}, \overrightarrow{ {\B}=\B_0 \sin \\omega (\t-\frac{\x}{\c}) \hat{\k}

\overrightarrow{ {\E}=\E_0 \sin \\omega (\t-\frac{\y}{\c}) \hat{\j}, \overrightarrow{ {\B}=\B_0 \sin \\omega (\t-\frac{\z}{\c}) \hat{\k}

\overrightarrow{ {\E}=\E_0 \sin \\omega (\t-\frac{\x}{\c}) \hat{\i}, \overrightarrow{ {\B}=\B_0 \sin \\omega (\t-\frac{\x}{\c}) \hat{\i}

\overrightarrow{ {\E}=\E_0 \sin ^2 \\omega (\t-\frac{\x}{\c}) \hat{\j}, \overrightarrow{ {\B}=\B_0 \sin ^2 \\omega (\t-\frac{\x}{\c}) \hat{\k}

TS EAMCET Medical 31 Jul 2022 Shift 2 Paper

Question : 113 of 160

Marks: +1, -0

Let

→

and

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are electric and magnetic field in an electromagnetic wave. Identify the correct option.

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