It is estimated that every 10 meters of depth in sea water adds about one atmosphere of pressure. You might be able to verify this using your earlier pressure measurements in pure water. But if not, try this: Using Conguration #1 with the Units set on "Atmospheres" , and the Fluid Density set to seawater (1030 kg/m3), what do you observe when you measure the pressure at depths of 1m, 2m, and 3m? A diver swims into an underwater tunnel, with the intent to escape the extreme pressure of the sea. Will this strategy be successful? Why or why not? Pascal's Law states that a pressure applied to an enclosed uid is transferred undiminished throughout the uid. We saw evidence of this when we placed the 500 kg mass on the surface of the water, and then observed what happened with the three pressure gauges. Suppose that the 500 kg mass just barely t within the cylindrical shaft at the le. Based on your data, are you able to calculate the radius of the cylindrical sha