Noether's theorem relates this quantity to rotational symmetry. The no-hair theorem states that black holes can be characterized entirely by their mass, their charge, and their value of this quantity, which leads to (*) Kepler‟s second law because it
Noether's theorem relates this quantity to rotational symmetry. The no-hair theorem states that black holes can be characterized entirely by their mass, their charge, and their value of this quantity, which leads to (*) Kepler‟s second law because it is conserved if there is no net external torque. For 10 points, name this vector quantity equal to the cross product of position and an object‟s mass times its velocity.
Noether's theorem relates this quantity to rotational symmetry.
angular momentum (accept rotational momentum or moment of momentum; do not accept or prompt on "momentum")