What are the values of the orbital angular momentum of an electron in the orbitals 1s, 3s, 3d and 2p ? h-=h2π

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0, 0, √6h-, √2h-

1, 1, √4h-, √2h-

0, 1, √6h-, √3h-

0, 0, √2h-, √6h-

answer is A.

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Detailed Solution

Orbital angular momentum =l(l+1)h2πfor 1s orbital, l = 0 thus orbital angular momentum = zerofor 3s orbital, l = 0 thus orbital angular momentum = zerofor 3d orbital, l = 2 thus orbital angular momentum = 2(2+1)h2π=6h2πfor 2p orbital, l = 1 thus orbital angular momentum =1(1+1)h2π=2h2πh2π=h¯

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