The voltage across a capacitor is given the inverse of its capacitance times this operation applied to the current across it, since charge can be calculated by applying this operation to current.
The functional of which a system's evolution is a stationary point is equal to this operation applied to the difference between kinetic and potential energies. The voltage across a capacitor is given the inverse of its capacitance times this operation applied to the current across it, since charge can be calculated by applying this operation to current. Applying this operation to the Lagrangian gives the (*) action, while applying it to power gives energy and applying it to force gives impulse. For 10 points, name this operation which can be applied to acceleration to get velocity and to velocity to get displacement, an operation which corresponds to finding the area under a curve of functions of a certain quantity.
The functional of which a system's evolution is a stationary point is equal to this operation applied to the difference between kinetic and potential energies.
time integral [prompt on partial answers]