110 points] A U-tube of uniform cross-sectional area A is open both ends. It contains waterand...
A U-tube contains liquid of unknown density. An oil of density 770 kg/m³ is poured into one arm of the tube until the oil column is 13.5 cm high. The oil-air interface is then 4.5 cm above the liquid level in the other arm of the U-tube. Find the density of the liquid. A raft is made of 11 logs lashed together. Each is 38.0 cm in diameter and has a length of 7.00 m. How many people (whole number)...
B. Floating, wooden block s 13. Remove the brick block from the water.be 14. Use the scale to determine the weight of the wood block out of water. 49.00 N 15. Note the exact water level reading in the container of water and record the reading below. 100.00L 16. Now, complete submerge the wooden block in the water and hold it there under the water with the mouse. Note the new water level reading in the container of water and...
A U-tube of uniform cross-sectional area and open to the atmosphere is partially filled with mercury. Water is then poured into both arms. If the equilibrium configuration of the tube is shown in the figure below, with h2 = 1.409 cm, determine the value of h1. The density of mercury is 13,600 kg/m^3.
A glass tube of cross sectional area 1.3 × 10 4m2 is partially filled with water. An oil with a density of 810 kg ms is slowly with the water and floats on top of it. The height of the oil above the water's surface is l 1 cn. oned into the tube so that does not mi (a) By how much does the pressure change at a depth of 14 cm below the water's surface after the oil s...
A 4.00 cm x 4.00 cm x 4.00 cm cube of density 920 kg/m3 is floating at rest at the top of a beaker of cross sectional area 100 cm2 with 500 mL of water in it. 500 mL of oil of density 900 kg/m3 is added to the top of the beaker, and the cube is observed to float completely submerged, unevenly straddling the boundary between the oil and water. a. Draw a picture showing the beaker, layers of...
An open U-tube has water to a height h on both sides, as shown. The cross-sectional area of the left-hand tube is A1 = 1.50 cm2, and that of the right-hand tube is A2 = 0.50 cm2. A light oil (which does not mix with water) with a density of 0.83 g/cm3 is added to the right-hand side. When equilibrium is reached, which of the following is correct? PLEASE DONT COPY AND PASTE THE SOLUTION FROM THIS QUESTION THAT HAS...
contains mercury Problem 2. (3 pts.). A simple U-shaped tube with identical sides of a diameter 25 mm (millimeters) contains me We have poured 7189 of water into its left arm. (a) If adding 815g of oil into its right arm will bring the surface of the mercury (its interface with another liquid) to the same level on each side of our tube, what is the density of the oil? (6) What is the pressure at each of the points...
91 ** A U-tube contains liquid of unknown specific grav- ity. An oil of density 800 kg/m3 is poured into one arm of the tube until the oil column is 12 cm high. The oil-air interface is then 5.0 cm above the liquid level in the other arm of the U-tube. Find the specific gravity of the liquid. when empty is 32 kg. The crate contains gold bullion that fills 36 percent of its volume; the remaining volume is filled...
Problem z (3 pts.). mm (millimeters) contains mercury. A simple U-shaped tube with identical sides of a diameter 25 mm (millimeters) conta We have poured 718 g of water into its left arm. (a) If adding 815 g of oil into its right arm will bring the surface of the mercury its interface with another liquid) to the same level on each side of our tube, what is the density of the on (0) What is the pressure at each...
the scratched out part says 1.58m. Problem 2. (3 pts.). A simple U-shaped tube with identical sides of a diameter 25 mm (millimeters) contains mercury. We have poured 7189 of water into its left arm. (a) If adding of oil into its right arm will bring the surface of the mercury (its interface with another liquid) to the same level on each side of our tube, what is the density of the oil? (6) What is the pressure at each...