A particle having charge + q mass m is released from rest in the region of uniform electric field of magnitude a not at t is equal to zero find its de broglie wavelength as a function of time t
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I'm writing this answer assuming you know basics of electrostatics.
Work done = e×V (e - charge on electron, V - potential difference)
Since this work is stored in the form of Kinetic energy ,
(0.5)mv² = e×V
Therefore v = [(2×e×V)÷m]^½
Work done = e×V (e - charge on electron, V - potential difference)
Since this work is stored in the form of Kinetic energy ,
(0.5)mv² = e×V
Therefore v = [(2×e×V)÷m]^½
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An electron of mass m and charge e is accelerated from rest through a potential difference v in vacuum. What will its final speed be?
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