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{:("List-I"," List-II"),("(P) Photon"...

`{:("List-I"," List-II"),("(P) Photon","(1) Value is 4 for N shell"),("(Q) Electron ","(2) Probability density"),((R)Psi^(2),"(3) always exhibits positive value"),((S)n,"(4) momentum and wavelength both"):}`

A

P `to` 1,Q `to` 3,R `to` 4,S `to` 2

B

P `to` 4,Q `to` 2,R `to` 3,S `to` 1

C

P `to` 4,Q `to` 4,R `to` 2,3,S `to` 1,3

D

P `to` 4,Q `to` 2,R `to` 1,S `to` 2

Text Solution

AI Generated Solution

The correct Answer is:
To solve the matching question provided, we will analyze each item in List-I and find the corresponding item in List-II step by step. ### Step-by-Step Solution: 1. **Analyzing (P) Photon:** - A photon is a quantum of electromagnetic radiation. It exhibits both wave-like and particle-like properties, which means it has momentum and wavelength. - **Match:** (P) Photon → (4) momentum and wavelength both. 2. **Analyzing (Q) Electron:** - An electron also exhibits dual nature, meaning it has both momentum and wavelength, similar to a photon. This is described by the de Broglie hypothesis. - **Match:** (Q) Electron → (4) momentum and wavelength both. 3. **Analyzing (R) Psi²:** - Psi (Ψ) is the wave function in quantum mechanics. The square of the wave function, Psi² (Ψ²), represents the probability density of finding an electron in a particular region of space. Since probability density cannot be negative, it always exhibits positive values. - **Match:** (R) Psi² → (2) Probability density. 4. **Analyzing (S) n:** - The variable "n" refers to the principal quantum number, which indicates the energy level or shell of an electron. The value of "n" is always a positive integer. For the N shell, the value of n is 4. - **Match:** (S) n → (1) Value is 4 for N shell. ### Final Matches: - (P) Photon → (4) momentum and wavelength both - (Q) Electron → (4) momentum and wavelength both - (R) Psi² → (2) Probability density - (S) n → (1) Value is 4 for N shell ### Summary of the Matches: - (P) → (4) - (Q) → (4) - (R) → (2) - (S) → (1)
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