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The differential equation satisfying the relation x = Acos(mt-a) is?
  1. d²x/dt² = - m²x
  2. d²x/dt² = + m²x
  3. d²x/dt² = ± m²x
  4. None of these
Explanation

x = A cos(mt - a) is a wave/oscillation.

If you differentiate it twice, you get the same x back but with a minus sign and m² in front.

So the equation becomes: d²x/dt² = -m²x

Clear rule: Cos or Sin → 2nd derivative = -ω² × function


Last verified on 04-06-2026

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