oin tr for Discussion 1. what would happen if the metace 2-prove that GM: W tano 8. Does the metacentric height GM Floating body? Discuss thate, 4. plot the metacentric height for di that

Q: metacentric height, (b)

A: Answer-Option c)

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A: Given: The radius of the gate, r = 1 m Depth of the point B from the free surface of water, h = 8 m…

Q: Q3/ The equilateral triangular lamina AB C is placed parallel to the H.P. and having the following…

A:

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A:

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A:

Q: In Fig. , curved section AB is 5 m wide into the paperand is a 60 ° circular arc of radius 2 m.…

A:

Q: 3. Solve the centroid of the figure

A:

Q: The bar (AB) is uni forns and (l00 N) De ler mine the rat (A)and CB) ien is in eguilibriams Jur 450

A:

Q: 1- In the fig.(1) A cube of wood lave 40cm on each side floats in water, the value of submerging…

A: 1) Each side of  the cube (h) = 40 cm = 0.4 m The volume of the cube (V) = h3 = (0.4)3 = 0.064 m3…

Q: center of gravity of the given shape

A:

Q: The object shown below is stable and floating in the water.   (1) Please match center of gravity cg,…

A: Centre of gravity = Point B

Q: The dimensions of surface tension are (a) M'L-1 (c) M' LOT-2 (b) M'L'T-2 (d) F1T-2

A:

Q: Determine the center of gravity of the below figure symmetrical about the y-axis, then discuss your…

A:

Q: Locate the Centroid / Center of Gravity of the given figure. 1.50m 1.50m 2.00m 00.5m C. A 1.50m

A:

Q: A bulkhead closing one end of a floating dock is 9 m wide at the bottom and 18 m wie at the top and…

A: The width at the bottom is The width at the top is .The depth is The relative density of sea water…

Q: 1.2 m 0-3m Osm. 2.2m Q. locate the Centroid Por the following areas:

A:

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A:

Q: In Fig. , gate AB is circular. Find the moment of thehydrostatic force on this gate about axis A .

A: Given data

Q: 1. Find the centroid of the shaded region. -12 cm- 4 cm 4 cm 3 сm $2 cm -5 cm 2 cm 2 cm 3 cm

A:

Q: Find Ixx for the given Plane, where b1 =120m, d,=25m, b2=20m, d2=120m, b3=50m & d3=25 m (Enter only…

A: width of plate 1 = (b1 ) = 120 mm depth of plate 1 = (d1 ) = 25 mm width of plate 2 = (b2 ) = 20 mm…

Q: Ru: Calculate the magnitude 4 direation of force exerted on the three-quarter cylinder (ABCD), shown…

A:

Q: Evaluate the stability of the 3 m wide x 5 m deep (into the page) x 2 m tall block with a SG of 0.5…

A:

Q: Consider the given image. Assume h-16 ft. L-71, 8-8.5 ft. The plate width is 5 ft. Hinge Pa Seawater…

A: Given the dimensions of the plate.  Required: Centre of pressure.

Q: Q//ron cube immersed in water Totel surface area 36 m tinds the buoyane force f the cubdD

A: Given data Surface area of cube = 36 m2

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A: The projected area of the curved surface can be seen in the front view and its value can be…

Q: Find The magyitude and dicedtion o) The Sorce exorted ow T Rlade shown oulow-low axel (F T “lepe…

A: The liquid emerges as a jet from the nozzle's exit, which is connected to a pipe in which the liquid…

Q: Fig 2 40 20 4o 40 120

A:

Q: The object shown below is stable and floating in the water.   (1) Please match center of gravity cg,…

A: CENTRE OF GRAVITY = POINT B

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A:

Q: Air tank filled with air (air gas constant 287 JAg.K, density of 1.2 kg/m), the air temperature is…

A: We have to find force

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A:

Q: a slid apunt a vertical axis with aguler a fluied rotatd a Velucity ), Theopressure vise (P)in a…

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Q: Cylinder has a non-uniforma density. Find 7 of the cylinder when density is ply) = 5.254 -2.31…

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Q: : Gate AB in Fig. 3 is 6 m wide into the paper. It is hinged at A, and restrained by a stop at B.…

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Q: m 50 cm. 2008 (2) 30 CL 'X Calculate the coordinates of the center of gravity of the homogeneous…

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Q: Find the velouty у сия K-E = 11773 K SS man= 55 kg

A: Given data : Kinetic energy=K.E Mass=m   Required : Velocity

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A:

Q: i need free body digram for forces effect in this body (tention, Fg ..) and all forces

A:

Properties of Fluids

The term fluid represents a type of substance that can easily change its shape under any external pressure/force and can flow. Fluids can acquire any shape in which it is stored and can resist normal stresses but cannot resist shear stress in rest condition. Whenever external shear stress is applied to fluids, it starts to flow. The fluids may be liquid or gas. Example- water, air, etc.