Considering the intensity of the distributed load q = 5·(a + 2·b + c + 10) {N/m}, determine the intensity of the distributed force W (N) and its extension d (m) of action on the beam so that the moment of the system of actions (forces and moments) about point A and the resultant of the forces in the vertical direction cancel out. Assume a minimum precision of 6 significant figures. (Knowing that a=7, b=1 and c=1)   d= W=

Q: t Y 16 ● Given: A = (8.16, 5.255.23) m B = (8.16, 0, 5.25) m F=85.3 N with unit velor [Sep 1²…

A: Given data  Coordinates A= (8.16, 5.23 , 5.23) B= (8.16, 0 , 5.23) Force F = 85.3 N Unit vector = (…

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Q: Help!!! Answer all the parts correctly! Please

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A: BC→ =OC→ -OB→OC→=-8i,^ 10j^, 9k^OB→=-6i ^,-6j^ ,6k^BC→ =-8i,^ 10j^, 9k^ --6i ^,-6j^ ,6k^BC→ =-2i,^…

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Q: T is the moment of force about point O in the figure given below. The tension in cable AB is 24 kN.…

A: According to the given dataCo-ordinates of the pointA=(5,12,20)B=(15.5,20,3)T=FAB=24 kNWe need to…

Q: In (Figure 1), F₁ = 400 N and F2 = 600 N. Figure 0.25 m 0.125 m 0.3 m A 60° F₂ 1 of 1 F₁ Part A…

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Types of loading

In mechanical terminology, the term load indicates that external force/weight, either constant or variable, acts on a mechanical member/structure. The weight of an object of a specific material is also an external load, and the external force that works on a structure comes under the categories of loading. The external load generates its effects as stress and strain in the structure.