Beam AC is fixed in hinge C and supported in the

Beam AC is fixed in hinge C and supported in a horizontal position by rope AD, thrown over the block. 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.

Problem 11206. Detailed solution with a brief record of the conditions, formulas and laws used in the solution, derivation of the calculation formula and answer. If you have any questions regarding the solution, please write. I try to help. File in image format.

The product description is not clear from the information provided. The text describes the problem of determining the intensity of the distributed load q on a beam AC fixed in a hinge C and supported in a horizontal position by a rope AD thrown over a block.

To solve the problem, the following data are used: length BC = 5 m, AC = 8 m, angle 45°, weight of load 1 is 20 N.

The problem does not indicate the characteristics of the AC beam, for example, its dimensions, material, etc. It is also not indicated under what conditions this beam can be used, for what purposes and in what applications it can be useful.

Thus, it is necessary to clarify the information about the product in order to give a complete description of it.

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This product is a beam AC, which is fixed in a hinge C and supported in a horizontal position by a rope AD thrown over a block. The beam is 8 meters long and the distance between the hinge and the fulcrum of the rope is 5 meters at an angle of 45 degrees. The problem described in the text is to determine the intensity of the distributed load q, provided that the weight of the load is 20 N.

To solve the problem, it is necessary to use the appropriate formulas and laws of mechanics, and also take into account the conditions of the problem. A detailed solution to the problem is given in an image file that describes the solution steps and the derivation of the calculation formula. If you have any questions about the solution, you can contact the author of the problem for help.

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