The operator for this equals negative the quantity Planck's constant squared divided by twice themass end quantity times del squared.
The operator for this equals negative the quantity Planck's constant squared divided by twice themass end quantity times del squared. The Hamiltonian is given by twice this quantity minus theLangragian, while the Lagrangian is given by this quantity minus U. In relativistic calculations, it isfound by gamma minus one times mc2. For a molecule of a gas, it is equal to three-halves timesBoltzmann's constant times temperature. According to a namesake theorem, work equals the (*)change in this. This is usually calculated as momentum squared divided by twice the mass, or as one halfmass times speed squared. For 10 points, name this type of energy possessed by objects in motion.
The operator for this equals negative the quantity Planck's constant squared divided by twice themass end quantity times del squared.
kinetic energy [prompt on partial answer; prompt on "T" or "K"]