PYQ Vault

CBSE Class 12 Physics 2022 question paper (55/2)

Maximum marks 35 · Time 2 hours · 3 sets

Try each question first, then open its model answer. Where the paper offers a choice, both questions are shown with OR between them.

Section A

2 marks each

  1. Q.12 marks
    Explain the formation of depletion region in a p-n junction.
  2. Q.2 (a)2 marks
    (i) Define the terms : 'impact parameter' and 'distance of closest approach' for an α\alpha-particle in Geiger-Marsden scattering experiment. (ii) What will be the value of the impact parameter for scattering angle (I) θ=0∘\theta = 0^\circ and (II) θ=180∘\theta = 180^\circ ?
  3. OR

    Q.2 (b)2 marks
    Photoelectric emission occurs when a surface is irradiated with the radiation of frequency (i) v1v_1, and (ii) v2v_2. The maximum kinetic energy of the electrons emitted in the two cases are K and 2K respectively. Obtain the expression for the threshold frequency for the surface.
  4. Q.32 marks
    How is an emf generated by a solar cell due to the three basic processes involved ? Explain.

Section B

3 marks each

  1. Q.4 (a)3 marks
    (i) Depict a plane electromagnetic wave propagating along the x-axis. Write the expressions for its oscillating electric and magnetic fields. (ii) Write three characteristics of electromagnetic waves.
  2. OR

    Q.4 (b)3 marks
    Name the electromagnetic waves which are produced by the following : (i) Radioactive decays of nucleus (ii) Welding arcs (iii) Hot bodies Write one use each of these waves.
  3. Q.53 marks
    (a) State the conditions for total internal reflection to take place. (b) A tank is filled with a transparent liquid to height 'H'. A coin suspended by a thread in the liquid is gradually lowered till it touches the bottom. The apparent depth is determined corresponding to different positions of the coin. (i) Plot a graph showing variation of the apparent depth with the real depth of the coin. (ii) What is the physical significance of the slope of the graph ?
  4. Q.6 (a)3 marks
    Draw a labelled ray diagram showing the formation of an image by an astronomical refracting telescope in normal adjustment. Hence, obtain the expression for its magnifying power.
  5. OR

    Q.6 (b)3 marks
    A plane wavefront of light of wavelength 'λ\lambda' is incident normally on a narrow slit of width 'a' and a diffraction pattern is observed on a screen at a distance 'D' from the slit. (i) Depict the intensity distribution in the pattern observed. (ii) Obtain the expression for the first maximum from the central maximum.
  6. Q.73 marks
    A converging lens made of glass (μ=1⋅5\mu = 1{\cdot}5) has its spherical faces of radii of curvature 10 cm and 20 cm. Find its focal length (a) in air, and (b) when it is immersed in a liquid of refractive index 1⋅251{\cdot}25.
  7. Q.83 marks
    The energy of a hydrogen atom in the first excited state is − 3⋅4-\,3{\cdot}4 eV. Find : (a) the radius of this orbit. (Take Bohr radius = 0⋅530{\cdot}53 Å) (b) the angular momentum of the electron in the orbit. (c) the kinetic and potential energy of the electron in the orbit.
  8. Q.93 marks
    (a) Depict the variation of the potential energy of a pair of nucleons with the separation between them. (b) Imagine the fission of a 2656Fe{}^{56}_{26}\mathrm{Fe} into two equal fragments of 1328Al{}^{28}_{13}\mathrm{Al} nucleus. Is the fission energetically possible ? Justify your answer by working out Q value of the process. Given : m(2656Fe)=55⋅93494m\left({}^{56}_{26}\mathrm{Fe}\right) = 55{\cdot}93494 u, m(1328Al)=27⋅98191m\left({}^{28}_{13}\mathrm{Al}\right) = 27{\cdot}98191 u.
  9. Q.103 marks
    Find the ratio of the de Broglie wavelengths associated with an alpha particle and a proton, if both (a) have the same speeds, (b) have the same kinetic energy, (c) are accelerated through the same potential difference.
  10. Q.113 marks
    With the help of a circuit diagram, explain the working of a p-n junction diode as a full-wave rectifier. Also draw its input and output waveforms.

Section C

1 mark each

  1. The British physicist Thomas Young explained the interference of light using the principle of superposition of waves. He observed the interference pattern on the screen, in his experimental set-up, known now as Young's double slit experiment. The two slits S1\mathrm{S_1} and S2\mathrm{S_2} were illuminated by light from a slit S. The interference pattern consists of dark and bright bands of light. Such bands are called fringes. The distance between two consecutive bright and dark fringes is called fringe width.
    Q.12 (a)1 mark
    If the screen is moved closer to the plane of slits S1\mathrm{S_1} and S2\mathrm{S_2}, then the fringe width :

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  2. Q.12 (b)1 mark
    What will happen to the pattern on the screen, when the two slits S1\mathrm{S_1} and S2\mathrm{S_2} are replaced by two independent but identical sources ?

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  3. Q.12 (c)1 mark
    Two sources of light are said to be coherent, when both emit light waves of :

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  4. Q.12 (d)1 mark
    The fringe width in a Young's double slit experiment is β\beta. If the whole set-up is immersed in a liquid of refractive index 'μ\mu', then the new fringe width will be :

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  5. Q.12 (e)1 mark
    The total path difference between two waves meeting at points P1\mathrm{P_1} and P2\mathrm{P_2} on the screen are (3λ2)\left(\dfrac{3\lambda}{2}\right) and 2λ2\lambda respectively. Then :

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