Determine the centroid of the shaded area shown, which is bounded bythe X axis and the parabola y2 = kx. Y

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Q: 75 mm 125 mm 150 mm 25 mm Z 125 mm 25 mm

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Q: 2) Given the cross sectional area below. The horizontal neutral axis is 129.0mm from reference…

A: Shear Stress Distribution :  We know that Shear stress at any section, τ = VAyINAb Given, Distance…

Q: Using the method of double integration determine: a. Maximum rotation Omax b. Maximum deformation…

A: Given Data:Assume: W12×87 sectionE= 29000 ksiUDL= 2kips/ftL= 20 ft

Q: A tee section is made up of a 30mm x 150 mm flange and a 30 mm x 160mm web.  a) Determine the…

A: Sol:-         Given data:-       -Dimensins of flange =30m×150mm       - Dimensions of web =30mm…

Q: ft, and LcD = 13.8 ft. Determine the magnitude of the maximum bendin B |C D LAB LBC LCD

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Q: Thank you so much for the help!! Write a/the differential equation for a beam subjected to uniform…

A: Simple supported beam is given its deflection is zero at supportes

Q: (1.) Calculate the stresses in points 1 and 2, given M ! (See the inertias and location of the…

A: The bending stress is the one of the normal stress in the structure, the bending stress is calculate…

Q: omponent of the hydrostatic force (in N) acting on the gate. Indicate the direction by putting an R…

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Q: A rectangular beam, which length from the compression fiber to the neutral axis is equal to 340 mm.…

A: Given data, fc' = 33 MPa Neutral axis depth x = 340 mm To find a = ?

Q: Wind blows on the side of the fully enclosed agriculture building located on open flat terrain in…

A: Expression of velocity pressure qz=0.00256KzKztKdV2I Substitute all values in above expression;…

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A: DIRECT SHEAR TEST:

Q: 15kN 25kN 10kN 3m- -3m -3m- -3m

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Q: 4kN 25KN/m C |D

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Q: Where must the force R be applied so that its external effect on the bar ABC F2 = 310 N will be the…

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Q: Determine the deflection at B using the MOMENT-AREA METHOD.

A: Given,

Q: The given overhanging beam is loaded as shown. Use E = 1.5 x 10^6 psi and I= 40 in*4 180 Ib/ft 1350…

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Q: A certain area has the following propert x = 45 x 10^6 mm^4 y = 110 x 10^6 mm^4 xy = 45 x 10^6 mm^4…

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Q: y at point c

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Q: The two-span continuous beam shown below is subject to a clockwise rotational slip 0A = 0.004 radian…

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Q: Where must the force R be applied so that its external effect on the bar ABC will be the same as the…

A: Given:- The magnitude of the force F1 = 730 N The magnitude of the force F2 = 310 N The external…

Q: write the stePs to Prove the follo wing Law.. %3D B. 2H JI ( कि- तिहो तार ।

A: Given data in question  Equation of Coutte flow To find out  Derive the relationship    Note Coutte…

Q: Figure Q2.1 shows the shaded area. h y = h q2n h -a- Figure Q2.1: The shaded area

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Q: Determine the Moment of Inertia and Radii of Gyration about the x-y axes of the shaded area in…

A: Dividing the given geometry into the known shapes as under:1. Rectangleb=20cm; d=15cm2.…

Q: Use any geometric method to solve the response of the bean, Determine the maximum deflection (in mm)…

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Q: 1. Det.moment of inertia. Y 3" r= 3" 1" 2"

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Q: From the continuous beam show, determine the Slope at B in kNm2/El. El is constant.

A: The calculation of unknown in indeterminate structures can not be done only with the help of…

Q: Replace the two forces acting on the bent pipe by a single equivalent force R. Specify the distance…

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Q: Instructions: Follow Given-Required-Solution format for your computation. Complete FBD for full…

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Q: calculate the angle

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Q: 10. Which of the following is true? a) the slope of EGL will always be greater than that of the axis…

A: Brief concept- EGL- EGL stands for energy grade line (EGL). It represents the variation of the total…

Q: If you replace the three forces shown by an equivalent force-couple system at point A, what will be…

A: Consider the figure,

Q: Find the particular solution with the given boundary condition. ex e dx – e-2y dy = 0 ; where y 0…

A: The given equation,                              exeydx  -  e-2ydy = 0 can be rearranged as,…

Q: For the shaded area shown, use a = 6 cm, b = 33 cm, c =3 cm and d = Mcm. Determine a. The moment of…

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Q: Y 3" r= 3" 1" 2"

A: Net MOI about XX axis=MOI of part (5+6+3-4+2-1) Here, 2 is the complete rectangle

Q: , the factor of safety against the failure of slope under

A: Given, From given figure,An unsupported slope of height,h= 15 mTrail slip angle,θ=600 at its centre…

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Q: Find the vertical deflection under the load.

A: given - a simply supported beam carrying a point load required- to find deflection under point load.…

Q: Compute the horizontal and vertical components of the deflection at C. E = 200 GPa, and I = 240 x…

A: Consider the reaction force at fixed supports is Ax and Ay. And the moment reaction is MA. First, we…

Q: The floor system of a residential building consists of 125mm thick concrete slab (unit weight = 23.6…

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Q: Overhanging beam has one support. It is called "fixed support". True False 7 Friction force is…

A: If the end portion of a beam extends beyond the support, then the beam is known as overhanging beam.…

Q: Fluid mechanics, i need solutions in 10 minutes please. MCQ/Curved panel BC shown in the figure is a…

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Q: Determine whether the block shown is in equilibrium and find the magnitude and direction of the…

A: EQUILIBRIUM ABOUT y:∑ Fy=0N-800cos25+200sin35-25=0N=690.3N ↑EQUILIBRIUM ABOUT x:∑…

Q: arge plane surfaces are 1 in apart, and the space between them is filled with a liquid of absolute…

A: Given:- distance between two large plane surfaces = 1m  Absolute viscosity = 0.0200 lb-sec ft2 area…

Q: Find, a.) Moment inertia, lx, ly b.) Section Modulus, Sx, Sy c.) Radius of Gyration, rx, ry

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Analysis and Procedures for Material Selection

The term material selection means to select the right material for various engineering applications. There are various engineering materials available and each has different individual properties. Thorough knowledge of the material properties and behavior is crucial in the design process. For instance, a structural member, such as a beam, is used to support vertical shear loads by the building itself. To withstand such loads, the material of the beam must possess adequate strength and stiffness to resist any deformation that might lead to the formation of cracks.