Question 1submergence 'h' in mmQuestion 2radius of the circular base in mm along the free surface of waterQuestion 3metacentric height in mm A conical wood has a circular base radius of 350 mm with its center of gravity located 750 mm from the baseand is submerged at a height 'h. Determine the radius of the circular base along the free water surface if thespecific gravity of the wood is 60% of a standard fluid. Also, determine the metacentric height.350 mmC.Gh750 mm

The weight of an object floating on a fluid is equal to the buoyant force applied by the fluid on…

Answered: A conical wood has a circular base…

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

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The total pressure force of a square plate is 25 kN, placed vertically in water so that the center of the plate is 1.5 m below the free surface. Determine the size of the plate and the depth of center of pressure. The above square plate is taken out of the water which weighs 370.5 N in air and 180.3 N in water of specific gravity 0.99. Find the volume and specific gravity of the square plate. Draw a neat sketch.
Give me right solution according to the question.. Read the question carefully. An isosceles triangle is fully submerged vertically in water with its 250mm base below the vertex and parallel to the water surface. The vertex is 50mm from the water surface. If the distance from the centroid of the triangle to the center of pressure (or e) is 48.5632mm, determine the vertical distance from the vertex to the base of the triangle.
As shown in Fig. (3), determine the submerged depth of concrete cylinder (h), for equilibrium the gate AB. The concrete cylinder weighs 19 kN and its diameter equals Im. Gate wide 3m Cable Palley Cable Concrete cylinder Fig. (3) Sm Water Da Im 2.5m Hinge
A long solid cylinder of radius 0.8 m hinged at point A is used as an automatic gate, When the water level reaches 5 m, the gate opens by turning about the hinge at point A. Determine (a) the hydrostatic force acting on the cylinder and its line of action when the gate opens and (b) the weight of the cylinder per m length of the cylinder.
A rectangular plane surface is 1.6 m wide and 2.9 m deep. It lies in vertical plane in water. Determine the position of center of pressure (in m) on the plane surface when its upper edge is horizontal and 2.1 m below the free water surface. Measure the center of pressure from the free water surface.
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Ton editnew&wdNe A circular plate 1.2 m diameter is placed vertically in water such that the centre of the plate is 2.5 m below the free surface. Determine the total pressure on the plate and depth of centre of pressure. Water 2.5m G 1.2m
determine the hydrostatic force in kN acting in an isoceles triangular plate of base 9.11m and altitude of 8.14 m when the plate is immersed vertically in molasses (Specific Gravity= 1.5) the base of the plate is 1.325 m below the free surface of molasses.
Determine the x coordinate of the centroid of the volume shown. (Hint:The height y of the volume is proportional to the x coordinate; consider an analogy between this height and the water pressure on a submerged surface.)
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