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de Broglie wavelength| energy of photon| speed of electron
PhysicsGeniks
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If momentum P, area A and time T are taken to be the fundamental|Dimensional Analysis |JEE Mains
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An electron and a photon have the same energy in the range of||de Broglie wavelength||JEE Main2020
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Particle A of mass mA=m/2 moving along the x-axis with velocity||de Broglie wavelength||JEE Main2020
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Assuming the nitrogen molecule is moving with rms velocity at||de Broglie wavelength||JEE Main2020
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A particle is moving 5 times as fast as an electron. The ratio of the de-Broglie wavelength
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A particle moving with kinetic energy E has de Broglie wavelength λ||JEE Main2020