A cylindrical container has a tiny hole at the bottom. The container is initially filled to its brim with water. If T is the time taken for it to be completely emptied, the graph of the height of the water column as a function of time is closest to which shape?

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Physics · Fluid Mechanics

A cylindrical container has a tiny hole at the bottom. The container is initially filled to its brim with water. If T is the time taken for it to be completely emptied, the graph of the height of the water column as a function of time is closest to which shape?

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A parabola opening upwards, reaching zero height at t = T with zero slope

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A cylindrical container has a tiny hole at the bottom. The container is initially filled to its brim with water. If T is the time taken for it to be completely emptied, the graph of the height of the water column as a function of time is closest to which shape?

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A cylindrical container has a tiny hole at the bottom. The container is initially filled to its brim with water. If T is the time taken for it to be completely emptied, the graph of the height of the water column as a function of time is closest to which shape?

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