The d-orbital involved in sp-3-d hybridisation is -d-x-2-y-2-d-z-2-d-xy-d-zx-

Question

Toppr Admin · Accepted Answer

The linear combination of a 4s-x2212-orbital with three 4p-x2212-orbitals -4px- 4py- and 4pz- and one 3d-x2212-orbital -3dz2- results in five sp3d-orbitals

The d-orbital involved in $s p^{3} d$ hybridisation is :
$d_{x^{2} - y^{2}}$
$d_{z^{2}}$
$d_{x y}$
$d_{z x}$

The linear combination of a $4 s -$ orbital with three $4 p -$ orbitals ( $4 p x$ , $4 p y$ , and $4 p z$ ) and one $3 d -$ orbital (3 $d_{z^{2}}$ ) results in five $s p^{3} d$ -orbitals

The d-orbital involved in sp3d hybridisation is :dx2−y2dz2dxydzx

The linear combination of a 4s−orbital with three 4p−orbitals (4px, 4py, and 4pz) and one 3d−orbital (3dz2) results in five sp3d-orbitals

The d-orbital involved in $s p^{3} d$ hybridisation is :
$d_{x^{2} - y^{2}}$
$d_{z^{2}}$
$d_{x y}$
$d_{z x}$

The linear combination of a $4 s -$ orbital with three $4 p -$ orbitals ( $4 p x$ , $4 p y$ , and $4 p z$ ) and one $3 d -$ orbital (3 $d_{z^{2}}$ ) results in five $s p^{3} d$ -orbitals