Consider the following orbitals 3s, 2px, 4dxy, 4d2z, 3dx2-y2 , 3py,4s, 4pz and find total number of orbital (s) having even number of nodal plane

Question

Consider the following orbitals 3s, 2px, 4dxy, 4d2z, 3dx2-y2 , 3py,4s, 4pz and find total number of orbital (s) having even number of nodal plane (A)  (B)  (C)  (D)

Tardigrade Admin · Accepted Answer

3s: 0 Nodal plane 4dz2: 0 Nodal plane 4s: 0 Nodal plane 2px: 1 Nodal plane 3dx2-y2:2 Nodal plane 4pz:1 Nodal plane 4dxy:2 Nodal plane 3 py :1 Nodal plane 4dxy 4z2, 3dx2-y2, (Two)

Q. Consider the following orbitals $3 s, 2 p_{x}, 4 d_{x y}, 4 d_{z}^{2}, 3 d_{x^{2} - y^{2}}, 3 p_{y}, 4 s, 4 p_{z}$ and find total number of orbital (s) having even number of nodal plane

$3 s : 0$ Nodal plane
$4 d_{z}^{2} : 0$ Nodal plane
$4 s : 0$ Nodal plane
$2 p_{x} : 1$ Nodal plane
$3 d_{x^{2} - y^{2}} : 2$ Nodal plane
$4 p_{z} : 1$ Nodal plane
$4 d_{x y} : 2$ Nodal plane
$3 p_{y} : 1$ Nodal plane
$4 d_{x y} 4_{z^{2}}, 3 d_{x^{2} - y^{2}}$ , (Two)

Q. Consider the following orbitals 3s,2px​,4dxy​,4dz2​,3dx2−y2​,3py​,4s,4pz​ and find total number of orbital (s) having even number of nodal plane

3s:0 Nodal plane 4dz2​:0 Nodal plane 4s:0 Nodal plane 2px​:1 Nodal plane 3dx2−y2​:2 Nodal plane 4pz​:1 Nodal plane 4dxy​:2 Nodal plane 3py​:1 Nodal plane 4dxy​4z2​,3dx2−y2​, (Two)

Q. Consider the following orbitals $3 s, 2 p_{x}, 4 d_{x y}, 4 d_{z}^{2}, 3 d_{x^{2} - y^{2}}, 3 p_{y}, 4 s, 4 p_{z}$ and find total number of orbital (s) having even number of nodal plane

$3 s : 0$ Nodal plane
$4 d_{z}^{2} : 0$ Nodal plane
$4 s : 0$ Nodal plane
$2 p_{x} : 1$ Nodal plane
$3 d_{x^{2} - y^{2}} : 2$ Nodal plane
$4 p_{z} : 1$ Nodal plane
$4 d_{x y} : 2$ Nodal plane
$3 p_{y} : 1$ Nodal plane
$4 d_{x y} 4_{z^{2}}, 3 d_{x^{2} - y^{2}}$ , (Two)