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A tank contains 1000 L of a solution consisting of 100kg salt dissolved in water. Pure water is pumped into the tank at rate of 5L/s and the mixture is pumped out at the same rate. How long will it be until only 10 kg of salt remains in the tank?
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dx dt = −5 x(t) 1000 The general solution to this equation is x(t) = Ce− t 200 . Since x(0) = 100 we have x(t) = 100e− t 200 . Denote by t0 the time when only 10 kg of salt left in the tank. Then x(t0) = 10 = 100e− t0 200 From this equation we have t0 = 200 ln 10. 3
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