A tank initially contains 200 L of pure water. Salt enters into the solution constantly 5 kilograms for every minute, then will be mixed well into the contents of the tank. If the well-mixed solution exits from the tank at the rate 10 L per minute, determine the salt concentration (kilograms) at the instant the tank contains a volume of 80 L. (Answer in four decimal places.)
A tank initially contains 200 L of pure water. Salt enters into the solution constantly 5 kilograms for every minute, then will be mixed well into the contents of the tank. If the well-mixed solution exits from the tank at the rate 10 L per minute, determine the salt concentration (kilograms) at the instant the tank contains a volume of 80 L. (Answer in four decimal places.)
Chapter3: Polynomial Functions
Section3.5: Mathematical Modeling And Variation
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A tank initially contains 200 L of pure water. Salt enters into the solution constantly 5 kilograms for every minute, then will be mixed well into the contents of the tank. If the well-mixed solution exits from the tank at the rate 10 L per minute, determine the salt concentration (kilograms) at the instant the tank contains a volume of 80 L.
(Answer in four decimal places.)
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