CBSE 12 Physics Question Paper-2022 Set-1 by Pavan | Practice Test to Test Your Knowledge
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CBSE 12 Physics Question Paper-2022 Set-1

CBSE 12 Physics Question Paper-2022 Set-1

This mock test includes actual CBSE Class 12 Physics board exam questions from the year 2022 set-1, helping students understand exam trends and practice real paper format

2025-08-14
CBSE Class 12 Physics 2022 Grade 12

Duration

20 min

Questions

19

Marking

Negative

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Draw energy band diagrams of n-type and p-type semiconductors at temperature T>0K depicting the donor and acceptor energy levels. Mention the significance of these levels.

A
In n-type, the donor level is near the valence band, and in p-type, the acceptor level is near the conduction band.
B
In both n-type and p-type, the donor and acceptor levels are in the middle of the forbidden energy gap.
C
The donor level is the highest energy level, and the acceptor level is the lowest.
D
In n-type, the donor level is near the conduction band, and in p-type, the acceptor level is near the valence band.

What are the two main conclusions from the Geiger-Marsden experiment, based on the graph of the number of scattered alpha particles (N) vs. scattering angle (θ)?

A
Most of the atom's volume is empty, and the positive charge and mass are concentrated in a small nucleus.
B
The positive charge is distributed uniformly throughout the atom, and the electrons are scattered randomly.
C
The nucleus contains both protons and neutrons, and the electrons orbit it in discrete energy levels.
D
Most of the atom's mass is concentrated in a nucleus, and the electrons are in stable orbits.

Write the characteristics of a p-n junction which make it suitable for rectification.

A
It amplifies the input signal in both forward and reverse bias.
B
It allows current to flow in one direction (forward bias) and blocks it in the opposite direction (reverse bias).
C
It conducts current equally in both forward and reverse bias.
D
It offers high resistance in forward bias and low resistance in reverse bias.

Define the term - Distance of closest approach. How will it be affected, for an a particle, if kinetic energy of the particle is doubled ?

A
It will be quadrupled.
B
It will remain the same.
C
It will be doubled.
D
It will be halved.

A point source in air is kept 24 cm in front of a concave spherical glass surface (aμg=1.5) and radius of curvature 60 cm. Find the nature of the image formed and its distance from the point source.

A
Real image, 6 cm from the source.
B
Virtual image, 6 cm from the source.
C
Real image, 30 cm from the source.
D
Virtual image, 30 cm from the source.

Calculate the energy released in MeV in the following reaction: H-2 + H-3 -> He-4 + n. Given: m(H-2)=2.014102 u, m(H-3)=3.016049 u, m(He-4)=4.002603 u, mn=1.008665 u.

A
18.234 MeV
B
16.892 MeV
C
17.589 MeV
D
19.121 MeV

Explain with the help of a suitable diagram, the phenomenon on which an optical fibre works. Mention any two uses of optical fibres.

A
Refraction
B
Total Internal Reflection (TIR)
C
Diffraction
D
Interference

A parallel beam of light of wavelength 600 nm is incident normally on a slit of width 0.2 mm. If the resulting diffraction pattern is observed on a screen 1 m away, find the distance of (i) first minimum, and (ii) second maximum, from the central maximum.

A
3 mm, 7.5 mm
B
3 mm, 6 mm
C
6 mm, 7.5 mm
D
6 mm, 3 mm

Photoelectrons are emitted from a metal surface when illuminated with UV light of wavelength 330 nm. The minimum amount of energy required to emit the electrons from the surface is 3.5×10⁻¹⁹ J. Calculate: (i) the energy of the incident radiation, and (ii) the kinetic energy of the photoelectron.

A
Energy: 2.527×10⁻¹⁹ J, KE: 6.027×10⁻¹⁹ J
B
Energy: 6.027×10⁻¹⁹ J, KE: 3.5×10⁻¹⁹ J
C
Energy: 3.5×10⁻¹⁹ J, KE: 2.527×10⁻¹⁹ J
D
Energy: 6.027×10⁻¹⁹ J, KE: 2.527×10⁻¹⁹ J

State the working principle of an LED. Write any two important advantages and two disadvantages of LED.

A
Electroluminescence
B
Photoelectric effect
C
Total Internal Reflection
D
Thermionic emission

Monochromatic light is incident on a surface separating two media. The frequency of the light after refraction remains unaffected but its wavelength changes. Why? The frequency of an electromagnetic radiation is 1.0×10¹¹ Hz. Identify the radiation and mention its two uses.

A
The speed of light remains constant, but the frequency changes.
B
The frequency changes but the wavelength remains constant.
C
The frequency is a property of the source and the speed of light changes in the new medium.
D
The frequency and wavelength both change upon refraction.

Which pair of waves from two sources S₁ and S₂ will produce interference?

A
(i) y₁ = a sinωt and (ii) y₂ = a sin2ωt
B
(ii) y₂ = a sin2ωt and (iii) y₃ = a sin(2ωt+φ)
C
(iii) y₃ = a sin(2ωt+φ) and (iv) y₄ = a sin(4ωt+π/2)
D
(iv) y₄ = a sin(4ωt+π/2) and (i) y₁ = a sinωt

Explain the formation of depletion layer and barrier potential in a p-n junction diode.

A
Due to the accumulation of mobile charges at the junction.
B
Due to the recombination of electrons and holes creating immobile ions at the junction.
C
Due to the external voltage applied across the junction.
D
Due to the repulsion between electrons on the n-side and holes on the p-side.

Ultra-violet light of wavelength 200 nm from a source is incident on a metal surface. If the stopping potential is -2.5 V, (a) calculate the work function of the metal, and (b) How would the surface respond to a high intensity red light of wavelength 6328 Å produced by a laser?

A
Work function: 3.7 eV, Photoelectrons will be emitted.
B
Work function: 2.5 eV, Photoelectrons will be emitted.
C
Work function: 3.7 eV, No photoelectrons will be emitted.
D
Work function: 2.5 eV, No photoelectrons will be emitted.

Find the ratio of the longest and the shortest wavelength in Lyman series in hydrogen atom.

A
3/4
B
4/3
C
2
D
1/2

Find the two possible positions of an object kept in front of a lens of + 5.0 D, so that the image formed in both cases is four times magnified.

A
+15 cm and +25 cm
B
-15 cm and +25 cm
C
-15 cm and -25 cm
D
+15 cm and -25 cm

Plot suitable graphs to show the variation of photoelectric current with the collector plate potential for the incident radiation of (i) the same intensity but different frequencies v₁, v₂, and v₃ (v₁

A
The stopping potential is independent of intensity and increases with frequency. Saturation current increases with intensity and is independent of frequency.
B
The stopping potential increases with intensity and is independent of frequency. Saturation current increases with intensity and frequency.
C
The stopping potential is independent of intensity and frequency. Saturation current increases with intensity and is independent of frequency.
D
The stopping potential increases with frequency and intensity. Saturation current increases with intensity and is independent of frequency.

A thin equiconvex lens of radius of curvature R made of material of refractive index μ₁ is kept coaxially, in contact with an equiconcave lens of the same radius of curvature and refractive index μ₂(>μ₁). Find: (i) the ratio of their powers, and (ii) the power of the combination and its nature.

A
Ratio of powers: (μ₁-1)/(μ₂-1), Combination power: (μ₁-μ₂) * 2/R, Nature: Diverging
B
Ratio of powers: (μ₂-1)/(μ₁-1), Combination power: (μ₁-μ₂) * 2/R, Nature: Converging
C
Ratio of powers: (μ₁-1)/(μ₂-1), Combination power: (μ₁-μ₂) * 2/R, Nature: Converging
D
Ratio of powers: (μ₂-1)/(μ₁-1), Combination power: (μ₁-μ₂) * 2/R, Nature: Diverging

Trace the path of a ray of light PQ which is incident at an angle i on one face of a glass prism of angle A. It then emerges out from the other face at an angle e. Use the ray diagram to prove that the angle through which the ray is deviated is given by δ = i + e - A. What will be the minimum value of δ if the ray passes symmetrically through the prism?

A
The minimum deviation is given by δₘ = 2i - A
B
The minimum deviation is given by δₘ = i - A
C
The minimum deviation is given by δₘ = e - A
D
The minimum deviation is given by δₘ = A - i