1. The problem statement, all variables and given/known data Two vertical tanks have their vertices connected by a short horizontal pipe. One tank initially full of water has an altitude of 1.8 meters and a diameter of base 2.2 meters. The other tank initially empty has an altitude 2.7 meters and a diameter of a base 2.4 meters. If the water is allowed to flow through the connecting pipe, find the level to which the water will ultimately rise in the empty tank. 2. Relevant equations V=1/3(π/4)d2h 3. The attempt at a solution I know for sure that the water that would go into the other tank would be one half of the volume of the full tank so V=1/3(π/4)d2h V=1/3(π/4)2.22*1.8 V=2.281m3 divided by two = 1.14m3 of water would go to the empty tank. Please enlighten me on how could i possibly find the height of the other tank, i dont even know what the height of the full tank would be after the discharge so any help would be well appreciated.