A sinusoidal electromagnetic wave having a magnetic field of amplitude 1.50 μT and a wavelength of 422 nm is traveling in the + direction through empty space.
A sinusoidal electromagnetic wave having a magnetic field of amplitude 1.50 μT and a wavelength of 422 nm is traveling in the + direction through empty space.
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Question
![A sinusoidal electromagnetic wave having a magnetic field of
amplitude 1.50 μT and a wavelength of 422 nm is traveling in the
+x direction through empty space.
Part C
Write the equations for the electric and magnetic fields as functions of x and t.
E = (450V/m) sin[(4.47 × 10¹5 rad/s)t – (1.49 × 107rad/m)x]
B = (1.50µT) sin[(4.47 × 10¹5 rad/s)t – (1.49 × 107rad/m)x]
E = (450V/m) sin[(4.47 × 10¹5 rad/s)t – (1.49 × 107rad/m)/x]
B= (1.50μT) sin[(4.47 x 10¹5 rad/s)t + (1.49 x 107rad/m)/x]
E = (450V/m) sin[(4.47 × 10¹5 rad/s)t + (1.49 × 107rad/m)x]
B = (1.50μT) sin[(4.47 × 10¹5 rad/s)t + (1.49 × 107rad/m)x]
E = (450V/m) sin[(4.47 × 10¹5 rad/s)t + (1.49 × 107rad/m)x]
B = (1.50µT) sin[(4.47 × 10¹5 rad/s)t - (1.49 × 107rad/m)x]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8cbca931-dab8-488b-9a97-d6989fbfb0ca%2F5c837aa3-b220-4147-acc0-91d94eb10c22%2Fktlb5nk_processed.png&w=3840&q=75)
Transcribed Image Text:A sinusoidal electromagnetic wave having a magnetic field of
amplitude 1.50 μT and a wavelength of 422 nm is traveling in the
+x direction through empty space.
Part C
Write the equations for the electric and magnetic fields as functions of x and t.
E = (450V/m) sin[(4.47 × 10¹5 rad/s)t – (1.49 × 107rad/m)x]
B = (1.50µT) sin[(4.47 × 10¹5 rad/s)t – (1.49 × 107rad/m)x]
E = (450V/m) sin[(4.47 × 10¹5 rad/s)t – (1.49 × 107rad/m)/x]
B= (1.50μT) sin[(4.47 x 10¹5 rad/s)t + (1.49 x 107rad/m)/x]
E = (450V/m) sin[(4.47 × 10¹5 rad/s)t + (1.49 × 107rad/m)x]
B = (1.50μT) sin[(4.47 × 10¹5 rad/s)t + (1.49 × 107rad/m)x]
E = (450V/m) sin[(4.47 × 10¹5 rad/s)t + (1.49 × 107rad/m)x]
B = (1.50µT) sin[(4.47 × 10¹5 rad/s)t - (1.49 × 107rad/m)x]
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