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With the help of a suitable example and an equation, explain the term pair production.
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Calculate the momentum of a photon of energy 6 x I 0-19 J.
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With reference to the photoelectric effect, what is meant by threshold wavelength?
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Two metals A and B have work functions 4 eV and 6 eV respectively. Which metal has a lower threshold wavelength for photoelectric effect?
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Plot a labelled graph of IVsl where Vs is stopping potential versus frequency f of the incident radiation.
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State how will you use this graph to detennine the value of Planck's constant.
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If the frequency of the incident radiation is increased from 4 × 1015 Hz to 8 × 1015 Hz, by how much will the stopping potential for a given photosensitive surface go up?
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The atomic mass of Uranium `""_92^238"U"` is 238.0508 u, while that of Thorium `""_90^234"Th"` is 234.0436u, and that of Helium `""_2^4"He"` "is 4.0026u. Alpha decay converts `""_92^238"U"` into `""_92^234"Th"` as, shown below:
`""_92^238"U" -> ( ""_90^234"Th" + ""_2^4"He" + "Energy" )`
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Light of wavelength 4000 Å is incident on two metals A and B. Which metal will emit photoelectrons, if their work functions are 3.8 e V and 1.6 e V respectively?
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What conclusion is drawn from Rutherford’s scattering experiment of α-particles?
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Derive the law of reflection using Huygen’s Wave Theory.
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With what type of source of light are cylindrical wave fronts associated?
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What is the geometrical shape of the wavefront for:
- Light diverging from a point source?
- The pattern of wavefront of the light from a distant star intercepted by earth?
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Answer the following question briefly and to the point:
What is the phase difference between any two points lying on the same wavefront?
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What type of wavefronts are associated with a source infinity?
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Using Huygen’s wave theory of light, show that the angle of incidence is equal to the angle of reflection. Draw a neat and labelled diagram.
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What type of wavefronts are associated with a point source of light?
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Represent diagrammatically how the incident planar wavefronts of wavelength λ pass through an aperture of size d, when d is approximately equal to λ.
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