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Momentum | Adam Adams | Experiential Facts of Life MIT | Lecture 4
Momentum | MIT Physics Lecture Two |Experiental Physics | Adam Adams
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Citation Youtube MIT Opencourseware
Prof. Adams starts this lecture with a series of multiple-choice questions. Next, he uses Noether's theorem to justify why momentum is given by a differential operator and to introduce the idea of expectation values. Teacher: Allan Adams
Momentum Physics
Momentum (plural: momenta or momentums; more precisely, linear momentum or translational momentum) is the result of an object's mass times its velocity in Newtonian mechanics. It has a direction and a magnitude, making it a vector quantity. Given an object's mass (m) and velocity (v), which is likewise a vector number, the momentum of the object (p, derived from the Latin pellere, meaning "push, drive") is: 𝑝 = \\displaystyle \mathbf {p} = m\mathbf {v}.}
Citation Wikipedia https://en.wikipedia.org/wiki/Momentum
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