The Cartesian vector form of the moment produced by force F, about point O is equal to. 1 ft -2 ft- -y 3 ft F = (-20i + 10j + 30k} lb 2 ft F = |-10i – 30j + 50k} Ib

Q: Зі + 5) — 9k N and - 2i – 6j + 6k N acting at the points A(5, – 5, 4) m and B(2, – 8, 5) m,…

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Q: 4.) Determine the moment (scalar value) about axis AB from the cable tension force (T) exerted at…

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Q: 5. A person pulls on a rope with a force of 100 lbs as shown below. What is the moment about point A…

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Q: The line of action of force F passes through points A and D. Find the component of the moment of…

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

Q: F 60° 20° 3 in. P 14 in. 1.5 in.

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Q: Using the vector approach, the moment of F about a) the z -axis b) axis AC

A: (a) Moment of F about z-axis Let O be the origin. Find the position vector along OB. rOB→=3 i^+2…

Q: A 50 m

A: Magnitude of force, F=150 NHence, the force vector can be writen as:F=        F  [            0 i  +…

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: As shown in the figure, the member is anchored at A and section AB lies in the x-y plane. The…

A: GivenF→=-150i^+135j^+190k^x1=1.5my1=1.7mz1=1.6m

Q: (2) A Z 400 mm 1 ZV 250 mm 25° 250 P = 95 N x A force P = 95N acts at point C of a bent rod, as…

A: To Find : The moment of P about the directed axis BA Given : The force is

Q: Force B is parallel the xy-plane. Force D is parallel to the yz-plane What is the moment of Force D…

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Basic Terminology in Mechanics

The area of science and mathematics concerned the motion of the objects, the relation between the force matter, and motion if specified. Forces exerted over the objects result in displacements or changes in the position of an object concerning its environment. This branch of physics keeps its roots in Ancient Greece in the form of the scripts of Aristotle and Archimedes.