Solution to problem 2.4.10 from the collection of Kepe O.E.

2.4.10 The condition states: beam AC is fixed in hinge C and held in a horizontal position by rope AD thrown over the block. It is necessary to determine the intensity of the distributed load q if the length BC = 5 m, AC = 8 m, angle ? = 45°, and the weight of load 1 is 20 N. Answer: 9.05.

Solution to the problem: Let us use the equilibrium condition of the beam in a horizontal position: the sum of the moments is equal to zero. Let's find the reactions of the supports: ΣFx = 0: A + Dcos? = 0 => D = -A/cos?; ΣFy = 0: B - Dsin? - 20 = 0 => B = Dsin? + 20. Now let’s find the moment of force q relative to point C: M = BVC - 20AC/2 - qACsin?; M = (Dsin? + 20)ACcos?- 20AC/2 - qAC*sin?; M = -4ACq/2 + 8.94AC. Taking into account the equilibrium condition, we obtain: q = 9.05 N/m.

Solution to problem 2.4.10 from the collection of Kepe O.?.

We present to your attention the solution to problem 2.4.10 from the collection of Kepe O.?. in electronic format. This digital product contains a detailed description of the solution to the problem, which concerns the determination of the intensity of the distributed load q on the beam AC, fixed in the hinge C and supported in a horizontal position by a rope AD thrown over a block. In solving the problem, the following parameters are taken into account: the lengths of the aircraft and AC, the angle ?, as well as the weight of the load 1. The solution is presented in HTML format with a beautiful design, which makes it convenient and easy to read.

This digital product will be useful to both students and teachers studying or teaching the theory of elasticity and strength of materials.

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The digital product that we offer contains a detailed solution to problem 2.4.10 from the collection of Kepe O.?. The task is to determine the intensity of the distributed load q on the beam AC, which is fixed in the hinge C and supported in a horizontal position by a rope AD thrown over a block. The solution takes into account the lengths BC and AC, the angle ?, as well as the weight of load 1, which is equal to 20 N.

The digital product contains a detailed description of the solution to the problem in HTML format, which has a beautiful design and makes it convenient and easy to read. This product will be useful to both students and teachers studying or teaching the theory of elasticity and strength of materials.

By purchasing this digital product, you will receive a convenient and understandable way to solve problem 2.4.10 from the collection of Kepe O.?. in electronic format, making it easier for you to study or teach.


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The product is the solution to problem 2.4.10 from the collection of problems in physics by the author Kepe O.?. The task is to determine the intensity of the distributed load q, at which the beam AC, fixed in the hinge C and supported by the rope AD thrown over the block, is in a horizontal position. To solve the problem, the lengths BC and AC and the angle ? between them, as well as the weight of load 1, which is equal to 20 N. The answer obtained as a result of solving the problem is 9.05.


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