A cylindrical tank that is initially empty is 12 ft wide and has a height of 9 ft. It is fitted with an orifice at the bottom and the orifice's radius measures ½ in. If water enters π through the top of the tank at the rate of how long would it take the fill the tank to its full capacity? Express your answer in minutes (min) 10 sec
A cylindrical tank that is initially empty is 12 ft wide and has a height of 9 ft. It is fitted with an orifice at the bottom and the orifice's radius measures ½ in. If water enters π through the top of the tank at the rate of how long would it take the fill the tank to its full capacity? Express your answer in minutes (min) 10 sec
A cylindrical tank that is initially empty is 12 ft wide and has a height of 9 ft. It is fitted with an orifice at the bottom and the orifice's radius measures ½ in. If water enters π through the top of the tank at the rate of how long would it take the fill the tank to its full capacity? Express your answer in minutes (min) 10 sec
pls solve the differential equation with complete solution
With integration, one of the major concepts of calculus. Differentiation is the derivative or rate of change of a function with respect to the independent variable.
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