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(D) The $d_{xy}$ orbital has lobes lying in the $xy$ plane between the $x$ and $y$ axes.For two $d_{xy}$ orbitals to form a $\pi$ bond,they must appro

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$z$ axis

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(D) The $d_{xy}$ orbital has lobes lying in the $xy$ plane between the $x$ and $y$ axes.For two $d_{xy}$ orbitals to form a $\pi$ bond,they must approach each other such that their lobes overlap laterally.If they approach along the $z$ axis,the lobes of the two $d_{xy}$ orbitals are parallel to each other,allowing for effective lateral overlap to form a $\pi$ bond.Therefore,the $d_{xy}$ orbital forms a $\pi$ bond with another $d_{xy}$ orbital along the $z$ axis.

The $d_{xy}$ orbital can form a $\pi$ bond with another $d_{xy}$ orbital along which axis?

Similar Questions

Calculate the ratio of $\sigma$ and $\pi$ bonds for the following compounds and determine the correct order:
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$C$: Benzene $(C_6H_6)$
$D$: $1, 3$-Butadiene $(CH_2=CH-CH=CH_2)$

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