A cylindrical tank with diameter $ 30 \mathrm{ft} $ is filled with gasoline to a depth of $ 60 \mathrm{ft} $. The gasoline begins draining at a constant rate of 5 cubic feet per second. Write the volume of gasoline remaining in the tank $ t $ seconds after the tank begins draining as a function of $ t $.

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The Answer of A cylindrical tank with diameter $ 30 \mathrm{ft} $ is filled with gasoline to a depth of $ 60 \mathrm{ft} $. The gasoline begins draining at a constant rate of 5 cubic feet per second. Write the volume of gasoline remaining in the tank $ t $ seconds after the tank begins draining as a function of $ t $.

A Cylindrical Tank with Diameter 30ft 30 \mathrm{ft} 30ft Is Filled with Gasoline to a Depth Of

A Cylindrical Tank with Diameter $30 \mathrm{ft}$ Is Filled with Gasoline to a Depth Of