(14%) Problem 9: Consider the three-dimensional conductor in the figure, which has a cavity on the inside. Initially, the net charge on the conductor is zero, and there are no external charges present. The dashed lines, labeled S1 and S2, represent spherical Gaussian surfaces. Surface S is wholly enclosed by the conductor, and the conductor is wholly enclosed by surface S2. S2 25% Part (a) What is the electric flux, in newton squared meters per coulomb, through the Gaussian surface S? = 0.000 N. m/C Correct! 25% Part (b) Place a net charge of 9.33 C on the conductor. Now what is the flux, in newton squared meters per coulomb, through the surface S? b = 1054237.288 b = 1.054 10 N - m/C X Attempts Remain 25% Part (c) Remove all excess charge from the conductor so that it is neutral. Now place a point of charge 9.33 C inside the cavity of the conductor. What is the flux, in newton squared meters per coulomb, through the Gaussian surface S? De 1054237.288 c = 1.054 10 X Attempts Remain Feedback: is available. A 25% Part (d) Assume that the charge configuration remains the same as in Part (c), where the net charge on the conductor is zero, and a point charge of 9.33 C is located somewhere inside the cavity. What is the electric flux, in newton squared meters per coulomb, through the larger Gaussian surface, S2?