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Q.

The orbital involved in case of ${sp}^{3} d^{2}$ hybridization is

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a

$s + p_{x} + p_{y} + p_{z} + d_{z^{2}} + d_{x^{2} - y^{2}}$

b

$s + p_{x} + p_{y} + d_{z^{2}} + p_{z} + d_{{yz}_{}}$

c

$s + p_{x} + p_{y} + p_{z} + d_{yz} + d_{xz}$

d

$s + p_{x} + p_{y} + d_{xy} + p_{z} + d_{z^{2}}$

answer is C.

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$s + p_{x} + p_{y} + p_{z} + d_{z^{2}} + d_{x^{2} - {y^{2}}_{}}$

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The orbital involved in case of sp3d2 hybridization is