Solution to problem 2.4.12 from the collection of Kepe O.E.

Solution tasks 2.4.12

To solve the problem, it is necessary to use the equilibrium condition:

ΣF_x = 0

Since hinge A is stationary, its vertical component of the reaction is equal to 0:

АСF_y = 0

Consequently, the horizontal component of the reaction of hinge A is equal to the tension force of the cable:

АСF_x = F = 35 kN

Answer: 35.0 kN.

Solution to problem 2.4.12 from the collection of Kepe O..

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The offered product is a digital solution to problem 2.4.12 from the collection of Kepe O.?. in mechanics. Solving the problem requires using the equilibrium condition, namely ΣFx = 0. Since hinge A is stationary, its vertical component of the reaction is equal to 0: AΣFy = 0. Consequently, the horizontal component of the reaction of hinge A is equal to the tension force of the cable: AΣFx = F = 35 kN.

The product is a beautifully designed HTML solution to the problem with a step-by-step explanation of each stage of the solution. All information is presented clearly and clearly, making this product an ideal choice for students, teachers, scientists and anyone interested in mechanics. By purchasing this product, you will get access to a high-quality problem solution that will help you understand the topic and improve your knowledge.

A digital product is offered - a solution to problem 2.4.12 from the collection of Kepe O.?. This product will be useful for those involved in the study of mechanics, including students, teachers and scientists.

Solving the problem requires using the equilibrium condition: ΣFx = 0. Since hinge A is stationary, its vertical component of the reaction is equal to 0: AΣFy = 0. Consequently, the horizontal component of the reaction of hinge A is equal to the tension force of the cable: AΣFx = F = 35 kN.

Our product is a beautifully designed HTML solution to a problem with a detailed explanation of each stage of the solution. This is an ideal choice for those who want to solve a problem quickly and easily and avoid the hassle of understanding the theory.

By purchasing this product, you will get access to a high-quality problem solution that will help you understand the topic and improve your knowledge. The answer to the problem is 35.0 kN, that is, the horizontal component of the reaction of the fixed hinge A of the beam is equal to 35 kN.

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Problem 2.4.12 from the collection of Kepe O.?. consists in determining the horizontal component of the reaction of the fixed hinge A of the beam at a given value of cable tension F equal to 35 kN. In this problem it is necessary to use knowledge from mechanics, namely Newton's laws and the principles of equilibrium of bodies.

To solve the problem, it is necessary to create a system of equations that takes into account the balance of the body. In this case, it is necessary to take into account the equality of the sum of forces acting on the beam to zero, as well as the equality of the moments of forces relative to point A, where the hinge is located.

As a result of solving the equations, it will be possible to obtain the value of the horizontal component of the reaction of the fixed hinge A of the beam, which is equal to 35.0 kN, which is the answer to this problem.

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