
Yefim S. answered 03/08/21
Math Tutor with Experience
V = πr2h; dV/dt = πr2dh/dt; dV/dt = - 5 l/s = - 0.005 m3/s and h = 7 m, r = 4m;
Because dh/dt = dV/dt/(πr2) = - 0.005m3/s/(π·72m2) = - 3.25 ·10-5 m/s =
Bart H.
asked 03/08/21Water is draining from a right cylindrical tank at 5 l/s. The tank has a radius of 4 m and is 15 m tall. How fast is the height of the water changing when the height of the water in the tank is 7 m?
Yefim S. answered 03/08/21
Math Tutor with Experience
V = πr2h; dV/dt = πr2dh/dt; dV/dt = - 5 l/s = - 0.005 m3/s and h = 7 m, r = 4m;
Because dh/dt = dV/dt/(πr2) = - 0.005m3/s/(π·72m2) = - 3.25 ·10-5 m/s =
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