Question
Explain the vector nature of orbital angular momentum. Predict
Answer :
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Orbital angular momentum is a fundamental property of an electron moving around the nucleus. It arises from the wave nature of the electron and is represented by the orbital angular momentum vector L. Although the electron does not move in a definite classical orbit, quantum mechanics assigns it a well-defined angular momentum characterized by quantum numbers. The magnitude of the orbital angular momentum vector is given by [ |L|=\sqrt{l(l+1)},\hbar ] where (l) is the azimuthal
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