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SOLVED:Water flows into a tank at the variable rate of Rin =20 /(1 t) gal / min and out at the constant rate Rout =5 gal / min. Let V(t) be the volume of water in the tank at time t. (a) Set up a differential equation for V(t) and solve it with the initial condition V(0)=100 (b) Find the maximum value of V. (c) CAS Plot V(t) and estimate the time t when the tank is empty.
SOLVED:Water flows into a tank at the variable rate of Rin =20 /(1 t) g…
Apr 20, 2021
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