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The Hamiltonian of a simple pendulum consisting of a mass 'm' attached to a massless string of length l is H = (p^2)/(2ml^2) mgl(1 - cosθ) If L denotes for Lagrangian, then the value of (dL)/(dt) is (A) - (2g)/(l)sinθ pθ (B) - (g)/(l)sin2θ pθ (C) (g)/(l)cosθ pθ (D) lpθ^2 cosθ
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