(A.a. b. sin 0).

Q: Tmax 19 (Ox, Txy) 0₁ ON 0₂+Oy 0,20 2 (0₂₁ Tyx) ₁ and 2 are 64 and -9 respectively. Locate the centre…

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Q: There is a statically indeterminate beam in which the horizontal force at the left and right ends…

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Q: There is a sta at the left and force is show The flexural s

A: Ds = De + Di = 5-2-1 = 2                         it is indeterminate with 2 but RA & RB given…

Q: Classify the structure as statically determinate (Write SD), statically indeterminate (Write only…

A: Ds=3m+r-3j m=number of members r=external support reaction j=number of joints

Q: For the frame shown in Figure AN-17, using the Moment Distribution Method: NOTE: If I is not…

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Q: b) Air at 30°C flows through a 70 m long, 2 cm x 2 cm rectangular cross section pipe as shown in…

A: given temp = 30 'c length = 70m size =2cm*2cm velocity = 2m/s angle = 35'c to find  given above 4…

Q: Q2) For the system shown in (FIG.Q3B) determine the resultant and locate it w.r.t. point A? 1150 N…

A: Given: Forces = 200N , 150N , 250N and moment =300 Nm

Q: Q2) The figure shows a cantilever consisting of steel channel size 127 mmx64 mm. Using…

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Q: √3=9 P₂=9 P3=9 27 = ? Pi=30 K^ D T √₁-3 D=450mm Ref Axis Z2-5 3 m K 545 за 23=4.5 7 12:2.5 1 2D₂=300…

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Q: 5- y = logs sech(5x)

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Q: Given: F |Change in length of CF=0.00208a mm Area(BE)=150a mm? E Area(CF)=150a mm? 18a mm E E=200…

A: When the load is acting on the body or specimen there is some deformation or change in the dimension…

Q: Situation 5 Using double integration method, determine the maximum deflection of the beam. Use L = 5…

A: A simply supported beam is given we need to find out maximum deflection using double integration…

Q: Convert the following and round off to nearest hundredth if necessary. 10ft³ to cm³

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Q: Find, nearly, the resultant moment about point A. Show F-375 lb F₂-500 b 8A 61-51- 160 16

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Q: Evaluate: /8(x- 1)xdx (x2.

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Q: 5.13 The shallow foundation shown in Figure 5.29 measures 1.5 mx 2.25 m and is subjected to a…

A: Given: Shallow foundation = 1.5m × 2.25 m eB = 0.12 m , eL = 0.36 m Depth = 0.8 m Friction angle =…

Q: 0.115=(1.483-3tan@)-(1,368-33 tan®)

A: answer angle = 179.04 degree

Q: A circular stepped steel shaft has the dimensions and cross sections as shown in Figure Q1. It i…

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Q: Find ØMn for the beams of cross section shown. Assume physical dimension are acceptable. 760 fc' -…

A: As per mentioned in question,  effective cover of tension reinforcement  and bottom width are…

Q: Cal Cuta te M.R of given SteiHon hoomm ) As = 3-25 1472.62 mo? M25 650mm

A: given-M-25 and Fe-425d=650 mmB=400mmAst=3@25 mm=1472.62 mm2

Q: A 3 m B 3 m 5 m H 4 m G C 3 m 3 m F 6 kN D 2 m E

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Q: 利= 2-7- 号0s 45 = 2.228m 2.7m Hydano stalic fosice acting on gobe' F = y.RA Hinge…

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Q: Hi I am confused on how to do this problem. I would really appreciate the help.

A: Hello, thanks for the question. Since we only answer one question, we’ll answer the first one.…

Q: Q1- Draw ILD for Ra, Rd, Vc,Mc,Vb- and Vb+ A 5 m B 7m 4 m D E 2 m

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Q: 3 A LL 3m B 3m 3KN/m G 3m D X H 3m 4m LU E

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Q: 20 V R, Ra Rg Ra In Is FIND I4 IT Is Iz Is AMA

A: Given :- a circuit as shown below

Q: find bar forces 6ft A Cskips sdra 9Tg 4 ft 4 ft 4 ft

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Q: 1. Find dy if + Sin xy

A: Consider the given equation y2=x2+sinxy Calculate dydx of the above given equation dy2=x2sinxydx…

Q: Given. d₁=20cm or d₂ 20cm or C = 0·80 For Rectangular port, t₁ = "S" Adh ₂ 21h 1-8 3 4₁ = 2021-125/1…

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Q: More practice? You got it. This problem is also a tough one. Here is a simply-supported beam with a…

A: The given beam statically determinate beam and can be analyzed using the equations of equilibrium.…

Q: Problem II. From a triangular steel plate XYZ, a triangular section VWZ was cleanly cut off. What…

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Q: Q2 All members of the truss in Figure Q2 are to be fabricated from the same stock of thin-walled,…

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Q: 2 – (20%) For the beam shown in Figure P-2, draw influence line for reactions at A, B, and shear at…

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Q: 6. L{2cost3t+ 5sin3t}

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Q: ENGINEERING MECHANICS

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Q: which is stable among the two

A: Given: Two different cones of dimensions H = 30 and R = 25.  To find: Which cone is stable?

Fluid Materials

In general terms, anything that flows can be termed as a fluid. In other words, a fluid is any substance that cannot resist shear forces and deforms continuously under the application of external shear forces. Fluid materials differ completely from solid materials such as metals and alloys. For instance, if we consider two infinitesimally small cross-sectional areas of fluid materials and solid materials, and apply shear forces to these elements, both the elements will undergo deformation. Upon releasing the shear force, the element of the solid materials will regain its original orientation, but the element of the fluid materials will keep on deforming continuously under the action of the shear force.