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Concept of Atomic Orbitals as One-Electron Wave Functions... NEET Questions
NEET SYLLABUS
Physical Chemistry - Atomic Structure
Nature of Electromagnetic Radiation
Photoelectric Effect
Spectrum of the Hydrogen Atom
Bohr Model of a Hydrogen Atom (its Postulates, Derivation of the Relations for the Energy...)
Dual Nature of Matter
Elementary Ideas of Quantum Mechanics(Quantum Mechanics, the Quantum Mechanical Model of the Atom, its important features)
De Broglie's Relationship
Various Quantum Numbers (Principal, Angular Momentum, and Magnetic Quantum Number, and their Significance)
Concept of Atomic Orbitals as One-Electron Wave Functions...
Rules for Filling Electrons in Orbitals - Aufbau Principle
Pauli's Exclusion Principle and Hund's Rule
Electronic Configuration of Elements, Extra Stability of Half-Filled and Completely Filled Orbitals.
Heisenberg Uncertainty Principle
Concept of Atomic Orbitals as One-Electron Wave Functions... MCQ Questions
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1.
An atomic orbital is best defined as:
A.
A one-electron wave function (ψ) obtained from solving the Schrödinger equation
B.
A region where the electron is always present
C.
A circular path of electrons around the nucleus
D.
A fixed orbit of definite radius and energy
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View Answer
Rough Work
Error
ANSWER
:
A. A one-electron wave function (ψ) obtained from solving the Schrödinger equation
2.
The physical significance of ψ² at a point in an atom is:
A.
It gives the energy of the electron at that point
B.
It represents the amplitude of the electron wave
C.
It gives the probability density of finding the electron at that point
D.
It represents the wavelength of the electron
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Rough Work
Error
ANSWER
:
C. It gives the probability density of finding the electron at that point
3.
For a 1s orbital, the variation of ψ(r) with distance r from the nucleus shows:
A.
Zero at nucleus and increases with r
B.
Maximum value at the nucleus and decreases sharply as r increases
C.
First increases then decreases
D.
Constant value for all values of r
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View Answer
Rough Work
Error
ANSWER
:
B. Maximum value at the nucleus and decreases sharply as r increases
4.
The number of radial nodes in a 2s orbital is:
A.
Zero
B.
Two
C.
One
D.
Three
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View Answer
Rough Work
Error
ANSWER
:
C. One
5.
For a 2s orbital, the variation of ψ²(r) with r shows:
A.
Sharp decrease to zero, then increases to a small maximum, then decreases approaching zero
B.
Continuous decrease without any node
C.
Constant value throughout
D.
Continuous increase with r
😑
View Answer
Rough Work
Error
ANSWER
:
A. Sharp decrease to zero, then increases to a small maximum, then decreases approaching zero
6.
A nodal surface is defined as the region where:
A.
The probability density function ψ² reduces to zero
B.
The orbital reaches its boundary
C.
Energy of the electron becomes zero
D.
Electron density is maximum
😑
View Answer
Rough Work
Error
ANSWER
:
A. The probability density function ψ² reduces to zero
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