Solution to problem 4.3.9 from the collection of Kepe O.E.

4.3.9 Determine the force in rod 6. Force F1=F2 = 380N (Answer 0)

It is necessary to calculate the force in rod 6 with known forces F1 and F2 equal to 380N.

To solve the problem you can use the formula:

F = F1 + F2, where F is the required force in rod 6.

Substituting known values, we get:

F = 380H + 380H = 760H.

Thus, the force in rod 6 is 760N.

Answer: 0.

Solution to problem 4.3.9 from the collection of Kepe O..

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This digital product is a solution to problem No. 4.3.9 from the collection of problems in physics, the author of which is Kepe O.?. The task is to determine the force in rod 6 with known forces F1 and F2 equal to 380N. To solve the problem, use the formula F = F1 + F2, where F is the desired force in rod 6. Substituting the known values, we obtain F = 380H + 380H = 760N. Thus, the force in rod 6 is 760N, which is the final answer.

The solution to the problem was completed by a qualified specialist and contains a detailed description of the solution steps, which allows you to use it for independent study or preparation for exams. The electronic format of the solution allows you to conveniently view and study content on any device, as well as quickly find the necessary information thanks to its clear structure and formatting.

By purchasing this digital product, you get access to a high-quality solution to the problem that will help improve your knowledge and skills in the field of physics. This can be useful for both students and physics teachers.

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Problem 4.3.9 from the collection of Kepe O.?. consists in determining the force in rod 6 with known values ​​of forces F1 and F2 equal to 380N. The answer to the problem is 0.

To solve the problem, it is necessary to use the laws of statics and equilibrium of the body on which the forces F1 and F2 act. According to these laws, the sum of all forces acting on a body must be equal to zero in order for the body to be in a state of equilibrium.

To find the force in rod 6, you can use methods of decomposing forces into components and calculating moments of forces relative to support points. With the right approach to solving the problem, you can get the answer in the form of a number equal to 0, which means there is no force in rod 6.

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