Determine the magnitude of the moment Ma for the cantilever beam, where w = 8 kN/m, M = 21 kN-m, and L = 4 m. M O 62 kN-m 54 kN-m 80 kN-m O 85 kN-m O 71 kN-m

Q: Given: w1 = 60 kN/m, w2 = 30 kN/m, P = 40 %3D %3D kN, a = 3 m, b= 3 m, and c = 3 m. Determine %3D…

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Q: Problem 1: Please determine the moment generated at O from the force applied to the triangular rigid…

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Q: If the allowable bending stress is 0 = 165 MPa, find the magnitude of the maximum internal bending…

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Q: Problem 2: Determine the internal normal force (P), shear force (V), and moment acting in the beam…

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Q: For the beam shown, find the reactions at the supports and plot the shear-force and bending-moment…

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Q: 5 m I 12 kN/m 3 m 40 kN B 5 m 21 E = constant = 70 GPa I = 554 (106) mm4 A -4 m (a)

A: Here, we have uniformly distributed load on portion BC. Value of UDL = w = 12 kN/m Length on which…

Q: Determine the total moment of the distributed loads acting on the beam about point A.

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Q: Az A F 406 L₁ L2 B X The rectangular door is hinged along the y-axis. Find the magnitude of the…

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Q: M= 1,900 N-m Fi=449N F1 F2=304 N Fs=704 N B F3 F2 30 60° 4 m 3 m M 2 m

A: GIVEN DATA  SYSTEM OF FORCES ON BEAM GIVEN  WE HAVE TO FIND RESISTANT FORCE AND MOMENT AT POINT A

Q: 3.37 kN 32.63 kN | 15 kN M 7 kN/m B |C D E 4 m 4 m 4 m 3 m 21 A, 4, A, A,-15 A,-15 O 23.3 kN-m O…

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Q: Problem 3: Determine the internal normal force (P), shear force (V), and moment (M) acting in the…

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Q: Calculate the moment (positive if counterclockwise, negative if clockwise) of the 180-N force on the…

A: According to the given data The applied force, F=180 N. We need to find Moment of the force about…

Q: Draw the bending moment diagram for the beam AB, and determine the maximum absolute value of the…

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Q: Find the distance a as a fraction of the beam's length L which positions the roller support so that…

A: To find: The value of a. Given: The load P and the respective distance with which they on the…

Q: The pictured member has lengths L₁ = 6 m and L₂ = 1 m, with the applied force F= 180 N. Calculate…

A: Given: The length, L1 = 6 m The length, L2 = 1 m The force, F = 80 N

Slope and Deflection

The slope in a deflected beam is described as an angle in radians made by the tangent of the section with the original axis of the beam. The deflection at any point on the axis of the beam is defined as the lateral displacement of the point before and after loading.