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What are the dimensions. the velocity v (t) of the waves satisfies the equation: (dv/dt)+ (kv^2)=lv, for 0 V 2 = g/k. In terms of V, dv/dt = g(1 - v 2 /V 2), dv/(V 2 - v 2) = (g/V 2)dt. ∫ 0 v dv'/(V 2 - v' 2) = gt/V 2. Integrating and solving for v we get
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