$d_{z^2}$ orbital has :

  • A
    $A$. $A$ lobe along $Z$-axis and a ring along $XY$-plane
  • B
    $B$. $A$ lobe along $Z$-axis and a lobe along $XY$-plane
  • C
    $C$. $A$ lobe along $Z$-axis and a ring along $YZ$-plane
  • D
    $D$. $A$ lobe and ring along $Z$-axis

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$(v)$ $3d$ and $3f$

Which of the following is the correct plot for the probability density $\psi^{2}(r)$ as a function of distance '$r$' of the electron from the nucleus for $2s$ orbital?

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