Question
Which of Maxwell's equations can be used to show that the electric-field waves at a point P in a vacuum are transverse under the plane wave approximation? a. Gauss's Law for Electric Fields b. Gauss's Law for Magnetic Fields c. Faraday's Law d. Ampere's Law e. None of these: No modifications were needed Given that we have established that the electric-field waves and magnetic-field waves are transverse for plane waves I a vacuum. Which of Maxwell's equations, as listed below, can be used to show that these wave fields are perpendicular to each other? a. Gauss's Law for Electric Fields b. Gauss's Law for Magnetic Fields c. Faraday's Law d. A combination of Gauss's Law for E-fields & Gauss's Law for B-fields e None of these: No modifications were needed Given that we have established that the -field waves and B-field waves are transverse and mutually perpendicular. Which of Maxwell's equations, as listed below, can be used to show that the electric and magnetic fields obey the wave equation? a. A combination of Gauss's Law for the E and Gauss's Law for B b. Faraday's Law c. Ampere's Law d. A combination of Faraday's Law & Ampere's L aw e. None of the above Which of the following can be shown with Maxwell's equations for plane, harmonic electromagnetic waves in a vacuum? a. E-wave fields and B-wave fields obey the wave equation and the speed of each wave field is the same b. E-wave fields and B-wave fields have the same frequency and wavelength. c. E-wave fields and B-wave fields have the same phase d. The amplitudes of the E-wave fields and B-wave fields are proportional e. all of the above Which angle is the angle of incidence for the light ray shown approaching the plane mirror? a. 60* b. 30* 30* 60* d. either
Explanation / Answer
According to the chegg guidelines I am allowed to answer only 1 question at a time.
10 ) Here we need to determine the angle of incidence for the light ray shown approaching the plane mirror.
We know that the angle of incidence is that angle that is made with the normal so clearly from the image the angle is theta = 30 deg ( OPTION B) 30 DEG ) ======================ANSWER)
