5. Determine the upward thrust F on the semi-cylindrical top of the container shown below. The container is full of oil under a pressure of 2 x 105 Pa. * Y= 8.15 kN / ma 5 m Greater than 2000 kN Less than 1000 kN Greater than 1000 kN R= 0.75 m 2 m
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- 1 - At what depth below the surface of the oil, relative density 0.89 will produce a pressure of 120 kN/m2. What depth of water is this equivalent to? Depth of oil in meters Answer for part 1 Depth of water is this equivalent toCAN YOU PLS WRITE DOWN THE COMPLELTE SOLUTION , DONT TYPE IT OUT AND ANALYZE THE PROBLEM PROPERLY. DONT COPY THE EXISTING SOLUTION OF OTHERS. REQUIRED: Determine the horizontal lead L so that the package hits the target. ROUND OFF ANSWER TO FOUR DECIMAL PLACESA section of a hot water heating system must be suspended. The section ismade from one-inch copper tubing weighing 8.515 pounds. The water insidethe tubing weighs 4.6558 pounds. What is the total weight that must besupported in this section?
- A water tank is 6 m in diameter and 14 m high, if the tank is to be completely filled .Determine the minimum thickness of the tank plating, if the stress is limited to 35 MPa ? the density of water is 103 kg/m3. O 0.0550 mm O 0.0117 mm 0.03312 mm Вack Submit Clear form Never submit passwords through Google Forms. This form was created inside of Almaaqal. Report Abuse Google Forms WConvert 67degree celcius to rankineQV: a hydraulic press is used to compact powdered samples. The device is made of two interconnected cylindrical chambers filled with oil if density psubscripto anc closed by two pistons. The small chamber on the right has diameter d and the large chamber on the left has diameter 5d. A lever is attached to the piston pushing down on the fluid in the small cylinder. The horizontal lever is hinged on the left, at distance L from the small piston, and a force of magnitude Fsubscript0 is applied vertically down at distance 2L from the hinge (Fig.5). You may assume that the lever and pistons have negligible mass. a. Determine the magnitude of the force Fin that the small piston exerts on the fluid in the small cylinder. Hint: you may consider that the lever is at rest in the horizontal position. b. Determine the pressure change applied to the fluid by the small piston. c. Determine the magnitude Fout of the force that the fluid applies to the large piston.
- X Incorrect. The flat surface shown is submerged vertically in water. Find the fluid force against the surface. The weight density of water is 62.41b/ft³. -4 ft 4 ft F = Enter the exact answer. 4 ft i 499.216 lbThe uniform 5-m-long round wooden rod is tied to the bottom by a string. find the tension in the string. The fluid specific gravity S-0.68. D=8 cm Fluid 4 m Suring Select one: Oa. 40.45884 O b. 26.82484 O C. 33.89684 O d. 20.09284 O e. 13.15684Rover weight capacity 35 kilo grams (payload)Rover measurements:Wheel distance - 14.5 inches and 8.5 inchesRover platform size (width & length) 14.4 inches x 10.4 inchesHeight- 15.8 inches Water tank selectionMore or less 25 liters*For tank selection we need to justify the size with the center of gravity, proving that is themaximum dimension or liters of the tank because the center of gravity will be higher makingthe rover prone to topplingPump selection*Our sprayer design has two nozzles which splits using a tee splitter, we need to find thesize of the pump to obtain the same discharge rate of a normal sprayer. A normal sprayerhas a 12V pump and a pressure from 0.2 to 0.45 mpa (30-65 psi)The application rate of the main pesticide is 9.6 - 19.2 fl oz/A (Brigade Insecticide for sweetpotato)Thai was the initial deign where the water tank is above the battery and pump, but wechanged our mind, now it is the battery and pump above the waterBattery selection* once the size of the pump…
- The inside surface of each thin shell carries a uniform normal pressure of intensity p0. Compute R, the magnitude of the resultant force for each case.The equation of the catenary shown is y = 100 cosh (x/100) where x and y are measured in feet (the catenary is the shape of a cable suspended between two points). Locate the y-coordinate 0f the centroid of the catenary by numerical integration using x=25ft.Pls. Show the complete solution