For which of the following options m=0 for all orbitals? a) 2s, 2px, 3dxy b) 3s, 2pz, 3dz^2 c) 2s, 2pz, 3dx2-y2 d) 3s, 3px, 3dyz P.S.: Explain how?

Question

Aabha Misra · Answer

As we know range of m is between -l to +l. Hence, m is zero for all s orbitals because l = 0. And z axis is regarded as zero axis so option is b) Hope it helps you.:)

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For which of the following options m=0 for all orbitals? a) 2s, 2px, 3dxy b) 3s, 2pz, 3dz^2 c) 2s, 2pz, 3dx2-y2 d) 3s, 3px, 3dyz P.S.: Explain how?

For which of the following options m=0 for all orbitals?
a) 2s, 2px, 3dxy
b) 3s, 2pz, 3dz^2
c) 2s, 2pz, 3dx2-y2
d) 3s, 3px, 3dyz

P.S.: Explain how?

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For which of the following options m=0 for all orbitals? a) 2s, 2px, 3dxy b) 3s, 2pz, 3dz^2 c) 2s, 2pz, 3dx2-y2 d) 3s, 3px, 3dyz P.S.: Explain how?

For which of the following options m=0 for all orbitals? a) 2s, 2px, 3dxy b) 3s, 2pz, 3dz^2c) 2s, 2pz, 3dx2-y2d) 3s, 3px, 3dyz P.S.: Explain how?

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For which of the following options m=0 for all orbitals?
a) 2s, 2px, 3dxy
b) 3s, 2pz, 3dz^2
c) 2s, 2pz, 3dx2-y2
d) 3s, 3px, 3dyz

P.S.: Explain how?