Quiz
1. Poisson's and Laplace's equations are different in terms of
Definition of potential
Presence of non-zero charge
Boundary conditions on potential
No difference
2. For arbitrary constants A, B, and C, if the function V satisfies , then V must be of the form
Ax3
None of the above
3. The uniqueness theorem implies that
Laplace's equation can have only one solution
Laplace's equation and given boundary conditions can have only one solution
Laplace's equation and given boundary conditions can have only one solution, provided the boundary conditions are defined over a closed volume
All of the above are true