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Grade upto college level Mechanics

A sniper fires a rifle bullet into a gasoline tank, making a hole 53.0 m below the surface of the gasoline. The tank was sealed and is under 3.10-atm absolute pressure, as shown in Fig. 16-30. The stored gasoline has a density of 660 kg/m3. At what speed does the gasoline begin to shoot out of the hole?
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

Profile image of Amit Saxena
11 Years agoGrade upto college level
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1 Answer

Profile image of Navjyot Kalra
11 Years ago
232-289_1.PNG
232-953_1.PNG
232-1390_1.PNG
Rounding off to three significant figures, the speed at which the gasoline shoot out from the hole is 41.0 m/s.