as the orbital angular momentum of an electron is 2s orbital is
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Answered by
32
We know,
Angular momentum = h/2π √l (l + 1)
For 2s orbital,
n = 2, then l = 0
Thus, angular momentum of 2s orbital = h/2π √0
= 0
Hence, there is no angular momentum in 2s orbital. Also, there is no angular momentum in any s orbital sice the azimuthal quantum number, l is 0.
Angular momentum = h/2π √l (l + 1)
For 2s orbital,
n = 2, then l = 0
Thus, angular momentum of 2s orbital = h/2π √0
= 0
Hence, there is no angular momentum in 2s orbital. Also, there is no angular momentum in any s orbital sice the azimuthal quantum number, l is 0.
Answered by
5
Answer:
Explanation:
We know,
Angular momentum = h/2π √l (l + 1)
For 2s orbital,
n = 2, then l = 0
Thus, angular momentum of 2s orbital = h/2π √0
= 0
Hence, there is no angular momentum in 2s orbital. Also, there is no angular momentum in any s orbital sice the azimuthal quantum number, l is 0
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