4/70 Compute the force supported by the pin at A for the slip-joint pliers under a grip of 100 N. 270 mm 45° 100 N 60 mm Co A 100 N

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A: Option (b): Tmax = 300 kN , S = 75 m

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A: The answer is given in the below

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Q: Please solve for the reactions at A

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Q: Date Find the MOVEMENT OF INERTIA about eentroidal x-axis and centroidal y-aric af egiven Figure

A: Before to calculate moment of Inertia, we have to calculate centroid of the given figure.Since,…

Q: Determine the reactions at the pin support and the applied moment if the bar of Figure 3 has a mass…

A: Given: The mass of bar, m = 50 g The angle, θ = 15° The angular acceleration of bar, α’ = 20 rda/s^2

Q: Compute the 1. force in each member. 2000 lb 3000 1b

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Q: In the given figure below, a tube was supported at A and E by with a ball and socket and a wire at D…

A: Note: Dear Student! As per our guidelines, we are only allowed to answer three sub-parts of a…

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Q: The force in the rope if F= 500 N. The dimensions of the beam are: AC-2 m, AD= 3 m, DB-2.5 m, h= 1 m…

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Q: Afy H B -1.5 m-1.5 m 6 kN F C D 1.5 m 1.5 m 6 kN 12 kN Figure 3: Problem 3 ΟΠΟΙΟ E 2 m 2 m

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Q: 8 6 C 111 D Pin 8000 T Pan A B - UT 5 t Compute the pin reactions at all of the pins

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Q: Determine the magnitude of the forces. In the given figure, V = 300 N, V2 = 1.6 m, and V3 = 11 m.…

A: V1=300NV2=1.6 mV3=11mconsidering FBD of joint Cconsidering force qulibirium along x dirction…

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A: The force acting at C = P

Q: Problem 1: Calculate the forces in the required members of the truss shown: F1 F2 F3 H F h F4 D E C…

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Q: Determine the magnitude of the pin force at A.

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Q: 8'-0" 91 006 900 lb 10'-0" B 400 Ib 68' – 0"| 48'-0" 12'-0" |

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A: Step 1:Given,F=500lbFAC​=330lbθ=?Step 2:FBD of the given problem,or,Step 3:By using the cosine…

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Q: The force F exerted by the hand on the handle in the figure is 22 N. Calculate the compression force…

A: Given:Force exerted by the hand on the handle, F=22 N

Q: Determine the reactions at the pin support and the applied moment if the bar of Figure 3 has a mass…

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Axial Load

When a bar of the uniform cross-section is acted by a load, such that the load acts along the longitudinal axis of the bar, such kinds of loadings are known as axial loadings. In general terms, a load is an external force acting on a component. An axial load acts perpendicular to the geometric cross-section of the component. Based on the direction of the application of the load, an axial load can be tensile or compressive. The analysis of bodies under the action of axial loads is generally studied under the branch of mechanics, known as statics.