Homework Answers
Add Answer to:
Problem 10: Consider a river of depth h filled with water, and assume the water is...
There is a large tank, with the (1) open to atmosphere, that is filled with water...
There is a large tank, with the (1) open to atmosphere, that is filled with water to a height of h, from the center of the the outlet pipe (2). The valve on the outlet pipe is opened, allowing the water to flow out. Assume (2) is exposed to atmospheric pressure. Using the Bernoulli equation, derive the Toricelli equation, i.e. the expression for the outlet velocity as a function of height. Water = 0
A container is filled to a depth of 0.805m with water. On top of the water...
A container is filled to a depth of 0.805m with water. On top of the water floats a 1.66m-thick layer of oil with density 700kg/m^3. What is the absolute pressure at the bottom of the container if the whole thing is placed in ordinary atmosphere at sea level? Give your answer in units of atm.
4. A tank is filled with incompressible oil to a depth of (h) 6.43 m open...
4. A tank is filled with incompressible oil to a depth of (h) 6.43 m open tank The tank is being drained via a horizontal pipe that is attached at a height of (h2) 0.789 m above the tank bottom. Oil is flowing out of the tank into the pipe at a rate of 2.34 x 10 m'/s, but the tank is so large that the descent speed of the oil level at the top is negligible (0) The gauge...
A tank is filled with incompressible oil to a depth of (h_1) 6.43 m. The tank...
A tank is filled with incompressible oil to a depth of (h_1) 6.43 m. The tank is being drained via a horizontal pipe (radius 1.92 cm), attached at a height of (h-2) 0.789 m above the tank bottom. Oil is flowing out through the pipe at a rate of 2.34 times 10^-3 m^3/s, but the tank is so large that the descent speed of the oil level at the top is negligible (almostequalto 0). The gauge pressure in the drain...
An Olympic pool has dimensions 50.0 m × 25.0 m × 3.00 m (length × width...
An Olympic pool has dimensions 50.0 m × 25.0 m × 3.00 m (length × width × depth). The density of the pool water is 1008 kgm-3. Atmospheric pressure (1.00 atm) is acting on the surface of the water. 100 If a child dives down to the bottom of the pool what pressure is exerted on the child? tion Pa Check The child now pulls his air filled blow up toy to the bottom of the pool. The toy is...
Q1 20 points. Two tanks contain liquid filled to the same depth h as shown below Liquid A: Has a constant density p...
Q1 20 points. Two tanks contain liquid filled to the same depth h as shown below Liquid A: Has a constant density pAPo Liquid B: The density varies with position acording to the formula pn() where the coordinate z is shown in the figure. 0 is the bottom of each tank while z = h is the top of the liquid surface exposed to atmosphere. The : liquids are in hydrostatic equilibrium. Two tanks containing liquids with the same depth...
A balloon with volume V = 6.7 L is filled with oxygen O_2. Assume room temperature...
A balloon with volume V = 6.7 L is filled with oxygen O_2. Assume room temperature T = 25 degree C. The molar mass of oxygen (O) is M = 16.0g/mol A what is the mass of oxygen necessary to in the balloon at atmospheric pressure. B) The balloon is submerged in a waterpool at depth h = 5.8 m below the water surface. What is the mass of oxygen that have to add or remove from the balloon to...
The average depth of water in the tank is 17 ft. The total length of the...
The average depth of water in the tank is 17 ft. The total length of the pipeline is 480 ft, which includes a vertical drop of 40 ft (between the bottom of the tank and the pipe outlet). The steel pipe has an inner diameter of 1.61in. If the tank is vented to the atmosphere and the discharge is also at atmospheric pressure, what will the delivery be in gpm? The equivalent length of all necessary fittings is 115ft. For...
(3 points) A tank of diameter D is filled with water up to a height h...
(3 points) A tank of diameter D is filled with water up to a height h above the bottom of the tank (Figure 3). At the bottom of the tank is a hole of diameter d. Assume that the water flows out of the hole with a laminar flow and that the difference in atmospheric pressure between the top and the bottom of the tank is negligible. Figure 3: A tank draining (c) If you no longer assume that the...
Problem 16.21 16 of 29 What is the fundamental frequency of this water-filled tube? Express your...
Problem 16.21 16 of 29 What is the fundamental frequency of this water-filled tube? Express your answer with the appropriate units. ReviewI Constants Periodic Table To study the physical basis of underwater hearing in frogs, scientists used a vertical tube filled with water to a depth of 1.3 m. Amicrophone at the bottom of the tube was used to create standing sound waves in the water column. Frogs were lowered to different depths where the standing waves created large or...
There is a large tank, with the (1) open to atmosphere, that is filled with water to a height of h, from the center of the the outlet pipe (2). The valve on the outlet pipe is opened, allowing the water to flow out. Assume (2) is exposed to atmospheric pressure. Using the Bernoulli equation, derive the Toricelli equation, i.e. the expression for the outlet velocity as a function of height. Water = 0
4. A tank is filled with incompressible oil to a depth of (h) 6.43 m open tank The tank is being drained via a horizontal pipe that is attached at a height of (h2) 0.789 m above the tank bottom. Oil is flowing out of the tank into the pipe at a rate of 2.34 x 10 m'/s, but the tank is so large that the descent speed of the oil level at the top is negligible (0) The gauge...
A tank is filled with incompressible oil to a depth of (h_1) 6.43 m. The tank is being drained via a horizontal pipe (radius 1.92 cm), attached at a height of (h-2) 0.789 m above the tank bottom. Oil is flowing out through the pipe at a rate of 2.34 times 10^-3 m^3/s, but the tank is so large that the descent speed of the oil level at the top is negligible (almostequalto 0). The gauge pressure in the drain...
An Olympic pool has dimensions 50.0 m × 25.0 m × 3.00 m (length × width × depth). The density of the pool water is 1008 kgm-3. Atmospheric pressure (1.00 atm) is acting on the surface of the water. 100 If a child dives down to the bottom of the pool what pressure is exerted on the child? tion Pa Check The child now pulls his air filled blow up toy to the bottom of the pool. The toy is...
Q1 20 points. Two tanks contain liquid filled to the same depth h as shown below Liquid A: Has a constant density pAPo Liquid B: The density varies with position acording to the formula pn() where the coordinate z is shown in the figure. 0 is the bottom of each tank while z = h is the top of the liquid surface exposed to atmosphere. The : liquids are in hydrostatic equilibrium. Two tanks containing liquids with the same depth...
A balloon with volume V = 6.7 L is filled with oxygen O_2. Assume room temperature T = 25 degree C. The molar mass of oxygen (O) is M = 16.0g/mol A what is the mass of oxygen necessary to in the balloon at atmospheric pressure. B) The balloon is submerged in a waterpool at depth h = 5.8 m below the water surface. What is the mass of oxygen that have to add or remove from the balloon to...
(3 points) A tank of diameter D is filled with water up to a height h above the bottom of the tank (Figure 3). At the bottom of the tank is a hole of diameter d. Assume that the water flows out of the hole with a laminar flow and that the difference in atmospheric pressure between the top and the bottom of the tank is negligible. Figure 3: A tank draining (c) If you no longer assume that the...
Problem 16.21 16 of 29 What is the fundamental frequency of this water-filled tube? Express your answer with the appropriate units. ReviewI Constants Periodic Table To study the physical basis of underwater hearing in frogs, scientists used a vertical tube filled with water to a depth of 1.3 m. Amicrophone at the bottom of the tube was used to create standing sound waves in the water column. Frogs were lowered to different depths where the standing waves created large or...
Most questions answered within 3 hours.
-
Help me solve this in C++
Rewrite the code to use array instead of linked lists....
asked 6 minutes ago -
1.)Suppose I collect data on the average price of Yuengling (a
type of beer) at every...
asked 13 minutes ago -
Test the claim that the proportion of people who own cats is
smaller than 50% at...
asked 37 minutes ago -
Question 1 Continues
*** This is the NODE ADT you need. I hope this will help...
asked 38 minutes ago -
Show the rearrangements of the carbon skeleton in the following
carbocations. Note that in some cases...
asked 2 hours ago -
Use a z -Table to find the specified area.
Between the mean and 3.01 deviations from...
asked 3 hours ago -
Consider the following reaction at equilibrium. What will happen
if O2 is added to the reaction?...
asked 3 hours ago -
Based on how much or how little you have noticed in the media,
do you think...
asked 6 hours ago -
I calculate Rosetta Stone’s P/E ratio as 10x prior to a report
about future industry growth....
asked 7 hours ago -
What major physiological changes account for electrodermal
activity (as in during a lie-detector test)?
asked 8 hours ago -
You are going to sell fruits & vegetables at a local
roadside market. List separately and...
asked 9 hours ago -
Hows does water affect the digestion of fats ?
asked 11 hours ago