Solution of problem 4.2.3 from the collection of Kepe O.E.

4.2.3
The truss consists of rods of equal length. It is necessary to determine the force acting in rod AB. Force values: F1 = 100N, F2 = 200N. (Answer: -115N)

Solution to problem 4.2.3 from the collection of Kepe O..

that digital product is a solution to problem 4.2.3 from the collection by Kepe O.. A truss consisting of rods of equal length is subjected to two forces: F1 = 100N and F2 = 200N. The task is to determine the force acting in the rod AB. The solution to this problem contains detailed step-by-step instructions and calculations that allow you to get the answer: -115H.

The digital product you are purchasing is a solution to problem 4.2.3 from the collection by Kepe O.?. The task is to determine the force acting in the rod AB of a truss made of rods of the same length under the influence of two forces: F1 = 100N and F2 = 200N. The solution contains detailed step-by-step instructions and calculations that allow you to get the answer to the problem: -115H.

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Problem 4.2.3 from the collection of Kepe O.?. consists in determining the force in rod AB in a truss consisting of rods of the same length. The values of two forces acting on the truss are given - F1 and F2, equal to 100 N and 200 N, respectively. It is necessary to find the force in rod AB. The answer to the problem is -115.

Thus, the solution to the problem is to apply the law of equilibrium of forces, according to which the sum of all forces acting on the body is equal to zero. By applying this law to a truss, one can set up equilibrium equations vertically and horizontally and solve a system of equations to find the force in the rod AB. In this case, having solved the system of equations, we find that the force in the rod AB is equal to -115 N.

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