In one form, this quantity is one-half charge times capacitance squared, and it is one-half k times the displacement squared in a spring.
In Newtonian gravity, this quantity satisfies Poisson's equation. This quantity is equal to half the difference between the Hamiltonian and Lagrangian, and the operator for it is symbolized with a capital V. For a dipole, this quantity is given by negative the dipole moment (*) dotted with the electric field. In one form, this quantity is one-half charge times capacitance squared, and it is one-half k times the displacement squared in a spring. This quantity is mass times little g times height in its gravitational form. For 10 points, name this form of energy contrasted with kinetic.
In Newtonian gravity, this quantity satisfies Poisson's equation.
potential energy (prompt on energy; accept specific types like electrical potential energy or gravitational potential energy; do not accept or prompt on just “potential”)