A cross-section of a spherical capacitor is shown below. The charge on the inner sphere is + Qand on the spherical shell -Q. The radius of the inner sphere is "a" and the inner radius of thespherical shell is "b".a. Use Gauss' Law to show that the electric field in the region between two spheres is E =where Q is the charge on the inner sphere and r is the radial distance from thecenter of the inner sphere.b. Use the Gauss' Law to show that the negative charge on the spherical shell is located onthe inner surface of the shell.c. Calculate the electric potential difference between the inner sphere and outer sphericalshell and the capacitance of the spherical capacitor. Express the answers in terms of Q, ab and constants.

Given: The charge in the inner sphere is +Q The charge in the outer shell is - Q The radius of the…

Answered: A cross-section of a spherical…

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