2- Find y(2) by using Euler Method if y(1) = 2 and dy = xydx n = 4 use Ans. when x = 2 y = 6.484 and exact sol. y = 8.96

Q: Determine the displacement at point D of the beam in the figure. Use virtual work method only. Use E…

A: ###DETERMINATION OF DISPLACEMENT AT POINT D OF BEAM USING VIRTUAL WORK METHOD##

Q: nd the 4th iterative root (n=4) of the equation cos x = 3x - 1 up to 4 ecimal places using…

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Q: Use midpoint method. Divide the whole interval into 8 subintervals. Use trapezoidal method. Divide…

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Q: п sin?ydx + cos²xdy = 0; y () 4

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Q: Determine the displacement of point B of the steel beam, and the slope at the left of point B. E=…

A: E = 200 GPa I=200×106mm4

Q: AT a Mo Q: al Find Slope at Ends and deflection at c using the conjugate beam method 6 what if a O

A:

Q: Find the area of the triangle with vertices P(1, 2, -5), Q(0, 0, 0) and R(3, 5, 1). NOTE: Enter the…

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Q: 3. Calculate horizontal displacement of C ( El=constant) D

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Q: 1. (D- +2D- 3)y = 0. 3. (D2 + D-6)y = 0. 5. (D +3D2 - 4D)y = 0. 7. (D³ +6D2 + 11D+6)y = 0.

A:

Q: From the given figure; E = 200 Gpa, l = 60x10^6 mm^4 Let P = 30 2.8 P kNm 2 m P KN B 2 m C 3 m D a.…

A: Given data : Determinate beam with pinned and roller support at A and C respectively , P = 30 Find :…

Q: Solve using the inverse method

A:

Q: - W, L* sin 2 n A beam's deflection follows the equation y x= (4x). Find a) the equation of slope…

A: The equation for the beam's deflection is given by: yx=-W0L416π4EIsin2πLx

Q: 7. The equation (D² + D – 6) y = 0 has a. Distinct roots. b. repeated c. imaginary d cannot be…

A: The answer is found to be  "Roots are distinct" Option-A is correct For explanation please see the…

Q: 3. Determine the vertical displacement of point C in inches by using the method of virtual work. A…

A:

Q: 2- Find the value of F, if P=360N, a=15°, B=30°, and the resultant is acting along the х-аxis. Y F P…

A: Solution; Given that; P=360N α=15°β=30°Find;F=?

Q: For the truss shown below, compute the horizontal and vertical components of displacement of joint B…

A: In the virtual work method, unit load is applied in the direction of displacement and members are…

Q: -xy = ?

A:

Q: 6.Re=Q V d/M and its with dimension O true O False

A: Dimension Analysis is the part of Fluid mechanics or physics, in that we make every unit into the…

Q: Use virtual work to find the displacement at point C

A: We will apply unit load at C.

Q: B. G 10 O TTII 10 C 10 E 10 G Solve for member DE. Consider an equilateral triangle.

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Q: Determine the location of centroidal x and y and the moment of inertia Ix of the figure shown. Use…

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Q: Find the Laplace Transform of the elementary function: a.    f(t) = 7e2t

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Q: 10. (D* + 2D3 + 10D²)y = 0

A: We have Answerd Given Equation by using genral equation.

Q: Q2/ If A=ai+bj+3k, B= 2i+3j+4k, C-i+j+6k are vectors, If A is perpendicular to B and A is…

A:

Q: 3: Determine the displacement and the slop at point D. Use the principle of virtual work. El is…

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Q: 6. Determine the slope and displacement at C. El is constant. Use the conjugate-beam method. 25P-46…

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Q: Base on the Conjugate beam. Determine the corresponding deflection at the free end of the given beam…

A: A cantilever beam is loaded as follows

Q: Vse Gaussian Elimination with pirohng to Solve su A+B +C = 2 YA +2B +C = | 9A+33+C=4

A: you can clearly understand if you follow the below solution

Q: G00 KN-m L= 10m

A:

Q: Use fixed point method to solve f(x) = 2x2 + 7x - 10

A: To solve the given equation using fixed point method.   Given: fx=2x2+7x-10   The given equation,…

Q: Determine the displacement at point C by method of virtual work. El is constant. P P A BIN C + B

A: EI = constant Determine the displacement at point-C using Virtual work method.

Q: Please send right answer with calculations and diagrams.

A: The virtual Work Principle is a fundamental concept in structural mechanics that states: The work…

Q: - If the point C (2,4,-1) is the midpoint between the points (a,b +1,c +2), (a,b+3,c), find the…

A: Given  A= (a,b+1,c+2) B= (a,b+3,c) Mid point =C = (2,4,-1)

Q: In right triangle ABC, sin B = 2r 0.72 and cos C = 3x-0.98. Solve for r. A - 0.26 B0.26 CO.36 D -…

A: The answer is found to be      x=0.26  For explanation please refer the attached solution ,thanks

Beams

In structural engineering, a beam is a component made of a variety of materials (including steel alloys, and wood) that can resist loads applied laterally to the beam axis. Members, elements, rafters, shafts, and purlins are all terms used to describe beams.