Thread View: can.rsc.mathsci
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Started by Elmo
Wed, 29 Apr 1998 00:00
cone with water problem
Author: Elmo
Date: Wed, 29 Apr 1998 00:00
Date: Wed, 29 Apr 1998 00:00
13 lines
1276 bytes
1276 bytes
Hello, I need a solvation to this problem (Please e-mail): An upside down cone with height 60 cm and radius 12 cm, is partly filled with water. (Look at the pic) Water is leaking out through the cone with a speed that is proportional to the area which has contact to the water. Water is being filled from above. If the filling speed is 100 cm3/min, the water level will sink with the speed 0,6 cm/min when the water height in the cone is 24 cm. How much should the filling speed be if you want the water level in the cone to be constant at a certain level?
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