a closed cylindrical water tank in a subdivision is made of concrete its radius is 3.2 m and a height of 8 m how many liters of water are needed to fill up the tank
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a closed cylindrical water tank in a subdivision is made of concrete its radius is 3.2 m and a height of 8 m how many liters of water are needed to fill up the tank
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Answer:
The basic formula for a volume is: π r² h. That would be: π X (3.2 X 3.2) X 8, which will give the volume in cubic meters. Convert to liters.
It should not matter what the tank is made of, but since it was specified, it would be important to know if the measurements given are for the dimensions of the Interior or Exterior of the tank. Wall-thickness would be required as well to get correct internal volume capacity if the measurements are for the Exterior.
At what level will water be when the tank is filled? It is doubtful a tank would be filled to capacity. It would be necessary to know if the tank is vented or has an overfill-outlet. (This is important because of potential volume increase due to expansion).
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