the balloon can carry. Assume the density of air is =1.16 and neglect the kg/m3, ρ weight of the ropes and the cage. (Answers: 16.5 520.6 m/s2, kg) Problem 3: (Hydrostatic pressure) The lower half of a 10-m-high cylindrical container is filled with water (ρ =1000 and the upper half with oil that has a specific gravity of 0.85. Determine the kg/m3) pressure difference between the top and bottom of the cylinder. (Answer: 90.7 kPa) Problem 1:
the balloon can carry. Assume the density of air is ρ =1.16 kg/m3, and neglect the weight of the ropes and the cage. (Answers: 16.5 m/s2, 520.6 kg) Problem 3: (Hydrostatic pressure) The lower half of a 10-m-high cylindrical container is filled with water (ρ =1000 kg/m3) and the upper half with oil that has a specific gravity of 0.85. Determine the pressure difference between the top and bottom of the cylinder. (Answer: 90.7 kPa) Problem 1: