The test tube opens at 293 K with 13 cm Hg at the bottom, and 5.6 cm water above Hg. Calculate the pressure at the bottom of the tube if the atmospheric pressure is 760 mm Hg. Use a density of 13.55 g / cm3 for Hg and 0.998 g / cm3 for water. Give answers in terms of dyne / cm2, psia, and kN / m2

The test tube opens at 293 K with 13 cm Hg at the bottom, and 5.6 cm water above Hg. Calculate the pressure at the bottom of the tube if the atmospheric pressure is 760 mm Hg. Use a density of 13.55 g / cm3 for Hg and 0.998 g / cm3 for water. Give answers in terms of dyne / cm2, psia, and kN / m2

Name: The test tube opens at 293 K with 13 cm Hg at the bottom, and 5.6 cm w
Uploaded: 2024-03-20T06:56:55.000Z
Channel: Bartleby
Description: The test tube opens at 293 K with 13 cm Hg at the bottom, and 5.6 cm water above Hg. Calculate the pressure at the bottom of the tube if the atmospheric pressure is 760 mm Hg. Use a density of 13.55 g / cm3 for Hg and 0.998 g / cm3 for water. Give an

International Edition---engineering Mechanics: Statics, 4th Edition

4th Edition

ISBN:9781305501607

Author:Andrew Pytel And Jaan Kiusalaas

Publisher:Andrew Pytel And Jaan Kiusalaas

Chapter8: Centroids And Distributed Loads

Section: Chapter Questions

Problem 8.122P: The 12-ft wide quarter-circular gate AB is hinged at A. Determine the contact force between the gate...

See similar textbooks

Similar questions

The test tube opens at 293 K with 15 cm Hg at the bottom, and 7.5 cm of water above the Hg. Calculate the pressure at the bottom of the tube if the atmospheric pressure is 760 mm Hg. Use the density of 13:55 g / cm3 for Hg and 0998 g / cm3 to air.Berikan answers in terms of dyne / cm2,psia, and kN / m2 • (see conversion table). a. … KPa. b. … Dyne / cm2. c. … Psia.
A hydraulic cylinder filled with water has an inside diameter of 1.0 in and a length of 2.0 ft. How many pounds of force must be applied to a piston at the end of the cylinder to compress the water by 0.1 in? Take the bulk modulus of water to be K=312,000 psi.
A mountain climbers observed that the pressure on top of the mountain is 500 mm Hg. At the same time the pressure at the base is 760 mm Hg. If average air temperature at that time is 28 degrees C. Calculate the approximate height of the mountain.
The bulk modulus of 1kg of water is 2.2 GPa. If the percentage reduction in volume is 6%, determine the pressure applied. express your answer in appropriate SI unit. thank you
A water tank 3m in diameter and 6m high is made from 12mm thickness of steel. When the tank is filled with water: - Determine the circumferential stress - And the tension force in the vessel
A cylindrical tank of 1.5 m diameter and height 0,75 m has a hemispherical dome. The tank contains oil of relative density 0.84. The dame is joined to cylinder position by four equally spaced bolts. If pressure gauge at point M, 0.3 m above base of tank read 50 kPa. Determine force each bolt.
A compressed air tank is designed to contain 50 standard cubic feet of air when filled to a gaugepressure of 200 atm at an ambient temperature of 70 F. Assume this is an air tank for scubadiving, and that the approximate shape of the tank is a cylinder with circular cross section. The interior volume of the tank is v=0.253 ft^3(a) If the interior length of the cylinder is 1 ft, what would be the inner diameter?(b) It is desired that the air tank be neutrally buoyant when empty. The density of aluminum is2700 kg/m3. If the tank is made of aluminum, what should be the wall thickness in order forit to be neutrally buoyant?
When a 2-mm-diameter tube is inserted into a liquid in an open tank, the liquid is observed to rise 10 mm above the free surface of the liquid. The contact angle between the liquid and the tube is zero, and the specific weight of the liquid is 1.2 × 104 N/m3. Determine the value of the surface tension for this liquid. Show step-by-step, and explain each step. Thank you.
PLEASE ANSWER THEM ASAP ALL FOR AN UPVOTE. I PROMISE THAT. At 20 0 C, determine pressure (in N/m²) inside a water droplet having diameter of 1.5 mm with a surface tension of 0.053 N/m. a.) What is the working formula of pressure to be used in this problem? b.)What is the diameter of the droplet (in m - enter your complete answer in decimal system)? c.) What is the radius of the droplet (in m - enter your complete answer in decimal system)? d.) What will be the modified working equation to be used to solve this problem based from the given? e.) What is the pressure inside the droplet of water (in N/m²)? f.)What is the pressure inside the droplet of water (converted to its CGS unit)?
Determine also the pressures P1, and P3, at sections 1 and 3 respectively if the pressure P2, at section 2 is 85.5 kPa
The initial pressures at A and B are the same at 103 kPa. If the pressure at the liquid at A (SG1 = 1.25) is increased to 148 kPa while keeping the pressure at B constant, determine the new position (Δh, in mm.) of the mercury meniscus inside the tube as shown. Assume no change in the liquid densities. The connecting tube is a 1-cm in diameter, Y1 = 0.51 cm, and the inclination of the tube is 18 degrees with respect to the horizontal. Assume unit weight of air to be negligible.
Determine the pressure difference between the inside and outside of the 0.1 mm diameter air bublle in a liquid if the surface tension at the air-liquid interface is 0.075 N/m. Express your answer in 3 decimal places and in kPa. Kindly place a clear solution and the correct answer, following the required decimal places. :)