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The differential equation governing the velocity v of a falling weight w subject to air resistance proportional to the instantaneous velocity is mdv =mg−kv, dt where k is a positive constant of proportionality. Solve the equation subject to the initial co

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The differential equation governing the velocity v of a falling weight w subject to air resistance proportional to the instantaneous velocity is mdv =mg−kv, dt where k is a positive constant of proportionality. Solve the equation subject to the initial co
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