depth to which the open end is submerged.
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A bottle consisting of a cylinder 30 cm in diameter
and 30 cm high has a neck 5 cm in diameter and 30
cm long. If the bottle, filled with air under normal
atmospheric condition, is inverted and submerged
in water until the neck is just filled with water, find
the depth to which the open end is submerged.
Neglect vapor pressure.
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- The 12-ft wide quarter-circular gate AB is hinged at A. Determine the contact force between the gate and the smooth surface at B due to water pressure acting on the gate. Use =62.4lb/ft3 for water.A bottle consist of a cylinder 35 cm in diameter and 30 cm high and a neck 5 cm in diameter and 30 cm long. The bottle is inserted into a body of water, with the open end of the neck first until the neck is completely filled with water. Assuming the pressure of the atmosphere is standard, and neglecting vapor pressure, what is the depth to which the open end is submerged below the free surface? Show correct figure.A bottle consist of a cylinder 35 cm in diameter and 30 cm high and a neck 5 cm in diameter and 30 cm long. The bottle is inserted into a body of water, with the open end of the neck first until the neck is completely filled with water. Assuming the pressure of the atmosphere is standard, and neglecting vapor pressure, what is the depth to which the open end is submerged below the free surface? Show correct figure and detailed solution.
- 2. Consider a heavy car submerged in water in a lake with a flat bottom. The driver's side door of the car is 1.1 m high and 0.9 m wide, and the top edge of the door is 10 m below the water surface. Determine the net force acting on the door (normal to its surface) and the location of the pressure center if (a) the car is well-sealed and it contains air at atmospheric pressure and (b) the car is filled with water. -10 m Door, 1.1 m x 0.9 mA balloon with neglible mass is inflated with helium . The balloon is connected to a 20N cube via a string andbeing placed on water. It is known that air density is 1.16kg/m3 and helium density is 0.16kg/m3 . If the balloon volume is 0.77m3. determine the volume of cube that submerged.A rectangular plane surface 1 m wide and 3 m deep lies in water in such a way that its plane makes an angle of 30 degrees with the free surface of water. Determine the position of the center of pressure from the free water surface when the upper edge of the plate is 2 meter below the free water surface.
- A future rectangular ship filled with oil if the dimensions of the ship are 250 m in length, 80 m in width and 80 m in height. Determine how far the bottom of the ship is below sea level.A multifluid container is connected to a U-tube, as shown in the figure. For the given specific gravitles and fluid column heights. determine the gage pressure at A. Also determine the height of a mercury column that would create the same pressure at A. The column heighth of oil is 86 cm. The specific gravitles are 1.26 for glycerin and 0.90 for oll. We take the standard density of water to be Pw=1000 kg/m³ and the specific gravity of mercury to be 13.6. h 35 cm 18 cm Į Oil SG-0.90 Water Glycerin SG-1.26 90 cm 15 cm The gage pressure at A is kPa. The height of a mercury column that would create the same pressure at A is cm.A bottle consist of a cylinder 35 cm in diameter and 30 cm high and a neck 5 cm in diameter and 30 cm long. The bottle is inserted into a body of water, with the open end of the neck first until the neck is completely filled with water. Assuming the pressure of the atmosphere is standard, and neglecting vapor pressure, what is the depth to which the open end is submerged below the free surface? Show correct figure. Please be clear and write explanation in every solution. Thank you.
- Bottle was filled with water and a hole is punched in the bottle.When the bottle is closed, water does not come out of the hole. However, when the bottle is open, water comes out of the hole. Other information would be - Atmospheric pressure is 1 atm (101325 Pa) - Assume bottle is 20 cm and the hole is on the 10 cm above the bottom of the bottle (use it as reference level) Define the pressure(s) acting at the hole when the bottle is open and calculate total pressure. Define the pressure(s) acting at the hole when the bottle is closed and calculate total pressure. Using the results from part a and b, why does water come out when the bottle is open and why does not it come out when the bottle is closed?A 2.8m square plate is completely immersed under water in a vertical position such that the two edges of the square are horizontal. It is immersed such that the center of pressure is located 8cm below its center of gravity. Determine the average pressure on one side of the plate.A 1-kg cube of wood floats in an upright position in fresh water. If a side of the cube measures 12.5 cm, determine the pressure acting at the bottom of the cube due to the water. How deep is the cube floating?