A simple shower for remote locations is designed with a cylindrical tank
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- 4. The right limb of a simple U-tube manometer containing mercury is open to the atmosphere while the left limb is connected to a pipe in which a fluid of sp.gravity 0.9 is flowing. The centre of the pipe is 12 cm below the level of mercury in the right limb. Find the pressure of fluid in the pipe if the difference of mercury level in the two limb is 20 cm . And also draw the arrangements.arrow_forward5.3 The surface of water at a certain point in the swimming pool has a temperature of 27 °C at the atmospheric pressure of 101,325 kPa. The temperature at the bottom of the swimming pool is 10 °C. An air bubble with a diameter of 10 mm is let loose from the bottom. Calculate the depth of the swimming pool if the bubble has a diameter of 20 mm when it reaches the surface. HINT: Calculate the difference in pressure at the top and the bottom, and then use the relevant formula to determine the depth. Density of water = 1 000 kg/m³ (6) [11] TOTAL: 70arrow_forwardProblem 1. A 6m diameter cylinder rests on the bottom of the tank (lowest point is A) which is 4m perpendicular to the paper. Óil (0.80) and liquid Z(0.98) are poured into the left and right portions of the tank to depths of 3.5m and 5m respectively. Find the magnitudes of the: a. Horizontal component of the force acting on the cylinder b. Vertical component of the force acting on the cylinder that will push up the cylinder. c. and determine the specific weight of the material composition of the cylinder required to keep it touching point Aarrow_forward
- Q2 (a) An apparatus shown in Figure Q2 consists of a rubber squeeze bulb filled with sand connected to a glass tube. The bulb and sand are completely saturated with water. If the bulb is squeezed. (i) By assuming that the sand is dense sand, examine what happens to the water level in the glass tube and give reason to the answer (ii) By assuming that the sand is loose sand, examine what happens to the water level in the glass tube and give reason to the answerarrow_forwardThe two sides of a V-shaped water trough are hinged to each other at the bottom where they meet, as shown in Fig. 5, making an angle of 45° with the ground from both sides. Each side is 0.75 m wide, and the two parts are held together by a cable and turnbuckle placed every 6 m along the length of the trough. Calculate the tension in each cable when the trough is filled to the rimarrow_forwardBadly needed Asap.. .I will rate helpful.arrow_forward
- Need the heightarrow_forwardDO NOT ANSWER IF YOU ALREADY ANSWERED THIS. I'LL DOWNVOTE YOU IF I SEE THE SAME ANSWER. MAKE SURE IT IS UNIQUE.arrow_forwardA container lying horizontally is filled with water. It is 5 ft long and its cross section is in the shape of a semicircle with diameter 3 ft at the top. The weight density of water is 62. 4 lb/ft. (Draw an illustration.) a. How much work is required to pump all the water to the top of the tank? b. Find the force due to fluid pressure on one semicircular end of the container.arrow_forward
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