8) A) A rectangular plate with dimensions 3m x 5m is submerged horizontally in a pool of water. Find the fluid Force on one side of the plate if it is 2m below the water's surface. Ans: 147000 J b) Find the Force on one side of the plate if it is submerged vertically and the edge of the plate is 2m below the surface. Ans: 661500J

8) A) A rectangular plate with dimensions 3m x 5m is submerged horizontally in a pool of water. Find the fluid Force on one side of the plate if it is 2m below the water's surface. Ans: 147000 J b) Find the Force on one side of the plate if it is submerged vertically and the edge of the plate is 2m below the surface. Ans: 661500J

Name: 8) A) A rectangular plate with dimensions 3m x 5m is submerged horizo
Uploaded: 2024-03-20T06:56:55.000Z
Channel: Bartleby
Description: 8) A) A rectangular plate with dimensions 3m x 5m is submerged horizontallyin a pool of water. Find the fluid Force on one side of the plate if it is 2mbelow the water's surface.Ans: 147000 Jb) Find the Force on one side of the plate if it is submer

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Answer the following. A: When the pressure of liquid is increased from 3.5 MN/m² to 6.5 MN/m² its volume is found to decrease by (0.08) percent. What is the bulk modulus of elasticity of the liquid? B: An open cylindrical tank (1.2m) in diameter and (1.8m) deep is filled with water and rotated about its central axis at (60 r.p.m). How much liquid is spill and how deep of the water at the central axis.
): Find the hydrostatic pressure force acting on the ABCD curvilinear surface. (The width of the gate is 3 m). Draw hydrostatic pressure distribution on this figure. 2.4m Water Water 1.6 m ANAA
A triangular plate shown in the figure is submerged in oil, specific gravity = 0.84, %3D 3.99 m below the surface. The width and height of the plate is 2.84 m and 6.55 m, respectively. Find the location of the force from the surface in centimeters. FFS
The flat surface shown is submerged vertically in water. Find the fluid force against the surface. The weight density of water is 9810 N/m3. 1 m 3 m 6 m Enter the exact answer. F = i %3D
SEA WATER T SIDE FRS 7M Faf FRESH WATER SIDE As shown in the figure, a vertical wall Seperates a seawater-filled tank and a freshwater-filled tank from each other. Since the depth of seawater is 7 meters a) How deep should the fresh water be for the compound force on the wall to be Jero? 2 b) is the moment created by the fluid forces gero when the resultent force on the wall is gero? Explain.
Q3/ Solve ONE only 20 M 1) Find the rate of bubble volume increasing when the radius is 4cm if its surface area is increasing at 47 cm/sec? 2) A cable needs to pass from a station located on the ocean to an offshore facility as given in the Figure. The cable work costs $25/ft to pass through land, and $50/ft to pass under water. How much cable should be pass under water to minimize the overall cost? What is the lowest cost? 1000 ft 5000 ft
A rectangular gate has a surface of 20m?. If this gate is positioned at an angle of 45°, the total force is 5000.00 N for a liquid with the density of 1294 kg/m³. What would be the applied force if the fluid is replaced with another of density of 969? (Force in N and in 2 decimal places) Answer:
Buoyance is an upward force exerted by a fluid that opposes the weight of a partially or fully immersed object. The upward buoyant force is calculated via the following equation: Fp = PfgV V is the volume of displaced fluid (object), pf is the density of the fluid, and F, is the buoyant force. 1) Calculate the buoyant force on 10 tons of solid steel completely submerged in water and compare this with the steel's weight with the density of 7800 kg/m³. (b) What is the maximum buoyant force that water could exert on this same steel if it were shaped into a boat that could displace 12m3 of water?
Plz answer I will rate !:) A right circular cylindrical tank with its circular base on the ground is full of water. The diameter of the base is 4m and the height of the tank is 4m. Set up a Riemann sum to approximate the hydro static force against the lateral wall of the tank. Then express the force as an integral and evaluate it.
A force sensor is immersed in a iquid with a density of 61 lb/ to a depth of 42 in and then placed in a second liquid with a density of 732 N/. What is the change in force on the sender if the diameter of the sensor is 8 cm and the change in depth is 5.9 cm?
Two pipes A & B carries an oil of specific gravities 0.9 & 1.2 respectively. The center of the pipe A is 55 cm above the pipe B. The height of oil in right limb is 30 cm. Also, the mercury level difference is found in right limb as 70 cm. Find the pressure difference between these two pipes in kPa. Also find the pressure equivalent in water head in mm. A) The difference of pressure between two pipes (PA-PB) (Unit is in kPa) = B) Equivalent to Water head in mm =
A semicircular plate with radius r = 2 is submerged in water as seen in the picture. Using the facts that the density of water is 1000 kg/m³ and acceleration due to gravity is 9.8 m/s2, calculate the fluid force (in N) against the side of the plate. Make sure your answer is correct to three decimal places at least. radius=r Fluid force = # N