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There is a uniform magnetic field on the surface of a table. The direction of the field is parallel to the surface of the table. A straight wire segment, which carries a current, lies flat on the table. The magnitude of the magnetic force on the wire is maximum for which of the following case?
A charged particle moves in a circle in a plane perpendicular to a uniform magnetic field. Which of the following statement is FALSE?
Question 4 (cont.)
(c) What is the total charge on the outer surface of the blue metal shell?
Question 4
The blue spherical metal shell, which is in electrostatic equilibrium, carries a net charge of +3 Coulomb.
(a) What is the net electric flux through the spherical Gaussian surface (the cross section is shown as the red dash circle)?
Question 4 (cont.)
(b) What is the total charge on the inner surface of the blue metal shell?
Question 3 (cont.)
(b)
Question 3
There is a uniform electric field everywhere. The field direction is +y and the field magnitude is 2 N/C.
(a) What is the direction of the electric force exerted on a proton by this electric field?
Question 1 (cont.)
(b) For a spherical GS inside the spherical thin shell, calculate the magnitude of the electric field on the Gaussian surface.
Question 2
A charged square box (with side length 0.5 m) carries a total charge of 5 Coulomb that is distributed uniformly over its volume. Suppose we place a Gaussian surface, shaped as a square box (with side length 0.2 m), entirely inside the charged square box. Calculate the net charge inside the Gaussian surface.
Question 1
A total positive charge is uniformly distributed on the surface of a spherical thin shell (the cross section of the shell is shown as the black circle in Figure 1). The red circle, which is concentric with the black circle, is the cross section of a spherical Gaussian surface (GS). The spherical GS can be placed inside or outside the spherical thin shell.
Figure 1
(a) Consider a spherical GS, with radius 0.2 m, which is outside the spherical thin shell. The electric field on the spherical GS is uniform, radial in direction with magnitude 5 N/C. Calculate the total charge on the spherical thin shell.
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