Match the following.
`{:(,"List-I",,"List-II"),((A),"Nodes",(I),"Three dimensional"),(,,,"shape of the orbital"),((B),"Subsidiary quantum",(II),"Significant only for"),(,"number",,"motion of microscopic"),(,,,"objects"),((C),"White light",(III),| psi|^(2)" is zero"),((D),"Heisenberg",(IV),"Spin state of electron"),(,"uncertainty principle",,),(,,(V),"Continuous spectrum"):}`

Options

A. `{:("A","B","C","D"),(V,IV,II,I):}`
B. `{:("A","B","C","D"),(III,IV,V,II):}`
C. `{:("A","B","C","D"),(IV,III,II,I):}`
D. `{:("A","B","C","D"),(III,I,V,II):}`

Answer

D

Explanation

(A) Nodes `(III) |psi^(2)|` is zero because `|psi^(2)|` respresents the region where probability of electron finding is zero.
(B) Subsidiary Quantum Number
(I) is a three dimensional shape of the orbital. It is also called azimuthal quantum number `(l)`. The values of `(l)` gives three dimensional shapes of orbitals.
(C) White Light
(V) Continuous spectrum because when all the energy waves are so close to each other that they appear as in continuous pattern, the spectrum is called continuous spectrum.
(D) (II) Heisenberg's Uncertainty Principle Significant only for motion of microscopic objects, because, according to this principle, it is impossible to determine simultaneously, the exact position and exact momentum (or velocity) of an electron. Hence, (d) is the correct option.