Question

8.Why is a spherical symmetric surface a convenient choice to prove gauss theorem?

Answer 1

Answer:

Gauss's law is applicable for any surface/body but in the case where symmetry does not exist, the calculation becomes a bit tedious.

Explanation:

Please mark as brainlist answer

Answer 2

Answer:

because spherical symmetry reduces the mathematical complexities.. for eg in gauss theorem we evaluate the surface integral , which will be very cumbersome if we have an arbitrary surface..