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Standard XII

Chemistry

Multi-Electron Configurations and Orbital Diagrams

For the given...

Question

For the given orbital in Column I, the only CORRECT combination for any hydrogen-like species is

(IV) (iv) (R)

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(III) (iii) (P)

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(II) (ii) (P)

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(I) (ii) (S)

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Solution

The correct option is C (II) (ii) (P)
$ψ v s R$ graph for $2 s$ orbital is shown in the diagram, which has one radial node.
$∴ (I I I) (i i) (P)$ is correct.

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Similar questions

Q. The wave function

ψ_{n, l, m}

is a mathematical function whose value depends upon spherical polar coordinates

(r, θ, ϕ)

of the electron and characterized by the quantum numbers n, l and

m_{l}

. Here r is distance from nucleus,

θ

is colatitude and

ϕ

is azimuth. In the mathematical functions given in the table, Z is atomic number and

a_{0}

is Bohr radius.

For the given orbital in Column-I, the only CORRECT combination for any hydrogen-like species is:

Column-I-orbital, Column-II-nodal planes, Column-III-Plots

The only correct combination for an orbital having zero angular node is:

Column-I: Subshell Column-II: Number of spherical nodes Column-III: Radial plot

The only correct combination for the last electron of $C l^{-}$ is:

The only correct combination for $S_{N} 2$ reaction.

Column 1: Compound Column

Column 2: Oxidation state Column

Column 3: Type of linkage

$\begin{matrix} Column 1 & Column 2 & Column 3 (I) & N a_{2} S_{2} O_{3} & (i) & + 5 & (P) & S - O - S (I I) & N a_{2} S_{4} O_{6} & (i i) & - 2 & (Q) & - S - S - (I I I) & H_{2} S_{2} O_{7} & (i i i) & + 6 & (R) & - O - O - (I) & H_{2} S_{2} O_{8} & (i v) & + 4 & (S) & S = S \end{matrix}$

The only correct combination in which the hybridization of one of the S atom is $s p^{2}$ :

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For the given orbital in Column I, the only CORRECT combination for any hydrogen-like species is

The correct option is C (II) (ii) (P)ψ vs R graph for 2s orbital is shown in the diagram, which has one radial node.∴(III)(ii)(P) is correct.

The correct option is C (II) (ii) (P)
$ψ v s R$ graph for $2 s$ orbital is shown in the diagram, which has one radial node.
$∴ (I I I) (i i) (P)$ is correct.