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Using Newton's second law, the acceleration of an electron in an electric field E and mass m is expressed as:

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Question

Using Newton's second law, the acceleration of an electron in an electric field E and mass m is expressed as:

Options

  • \[a = \frac{m}{eE}\]

  • \[a = \frac{E}{em}\]

  • \[a = \frac{eE}{m}\]

  • \[a = eEm\]

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Solution

From Newton's second law, \[F = ma\], and substituting \[F = eE\], we obtain \[a = \frac{F}{m} = \frac{eE}{m}\]. This shows that acceleration is directly proportional to the electric field and charge, and inversely proportional to the electron's mass.

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