| 21. | The symmetry associated with conservation of angular momentum is rotational invariance.
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| 22. | This constant spin direction is due to conservation of angular momentum.
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| 23. | Figure skaters offer a great example of another principle, conservation of angular momentum.
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| 24. | The total angular momentum is always the sum of spin and orbital contributions.
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| 25. | In simple cases, the direction of the angular momentum tidal forces.
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| 26. | The lowest energy states for odd total angular momentum occur when
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| 27. | Angular momentum is a product of an object's mass, radius and rate of spin.
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| 28. | Here L is the total orbital angular momentum quantum number.
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| 29. | :It stands for the intrinsic angular momentum of the particle.
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| 30. | Each component of the angular momentum thus has two eigenspinors.
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