A water tank has the shape of an inverted cone with base radius 3 m and height 14 m. If water is being pumped in at a rate of 4 m^3 /
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![An inverted cone of height \\[12{\\text{ }}cm\\] and base radius \\[{\\text{6 }}cm\\] contains \\[{\\text{20 }}c{m^3}\\] of water. Calculate the depth of water in the cone, measured from the vertex.](https://www.vedantu.com/question-sets/b75f1b5d-ddd8-436e-b026-1441ca2e6c17753660101990411916.png "An inverted cone of height \\[12{\\text{ }}cm\\] and base radius \\[{\\text{6 }}cm\\] contains \\[{\\text{20 }}c{m^3}\\] of water. Calculate the depth of water in the cone, measured from the vertex.")
An inverted cone of height \\[12{\\text{ }}cm\\] and base radius \\[{\\text{6 }}cm\\] contains \\[{\\text{20 }}c{m^3}\\] of water. Calculate the depth of water in the cone, measured from the vertex.
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Tank A has the shape of an inverted cone. It has height 8 meters and the radius at the top is 2 meters. It is full of water. Tank B has the
SOLVED: A water tank is shaped like an inverted cone with height 6 m and base radius 1.5 m. (see figure) If the tank is full how much work is required to
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A vessel is in the form of an inverted cone. Its height is 8cm and the radius of its top, which is open, is 5cm. it is filled with water up to
The diagram shows an inverted cone filled with liquid paint An artist cuts a small hole in the bottom of the cone and the liquid paint drips out at a rate of
