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The minimum number of $90 °$ angles between hybrid orbitals is observed in

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${sp}^{3} d^{2}$

$d^{2} {sp}^{3}$

${dsp}^{2}$

${sp}^{3} d$

answer is C.

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Detailed Solution

(1) Hybridization : ${sp}^{3} d$

Number of angles at $90 ° = 12$

(2) Hybridization : $d^{2} {sp}^{3}$

Number of angles at $90 ° = 12$

(3) Hybridization : ${dsp}^{2}$

Number of angles at $90 ° = 4$

(4) Hybridization : ${sp}^{3} d$

Number of angles at $90 ° = 6$

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