Let us find the vertical component of the reaction in hinge C, with a force F equal to 600 N and dimensions BC twice as large as AB.
Answer: 200.
This digital product is a solution to problem 3.2.14 from the collection of Kepe O.. in physics. Solving this problem will make it possible to determine the vertical component of the reaction in hinge C for a given force F equal to 600 N and dimensions BC twice as large as AB.
This product is intended for students and teachers studying physics. The solution to the problem is presented in a convenient HTML format, which makes the solution easy to read and understand. All solution steps are given in detail and accompanied by the necessary explanations.
By purchasing this digital product, you receive a complete and accurate solution to problem 3.2.14 from Kepe O..’s collection on physics, which will help you better understand and assimilate the material on this subject.
This product is a solution to problem 3.2.14 from the collection of Kepe O.?. in physics. The task is to find the vertical component of the reaction in the hinge C for a given force F equal to 600 N and dimensions BC twice as large as AB. The solution to this problem is intended for students and teachers studying physics.
The solution to the problem is presented in a convenient HTML format, which makes the solution easy to read and understand. All steps of the solution are given in detail and accompanied by the necessary explanations, which makes it accessible and understandable even for beginners.
By purchasing this digital product, you receive a complete and accurate solution to problem 3.2.14 from the collection of Kepe O.?. in physics, which will help you better understand and assimilate the material on this subject. The answer to the problem is 200.
This product is a solution to problem 3.2.14 from the collection of Kepe O.?. in physics. The task is to find the vertical component of the reaction in the hinge C for a given force F equal to 600 N and dimensions BC twice as large as AB. The solution to this problem is intended for students and teachers studying physics.
To solve this problem, the basic laws of mechanics and the theory of equilibrium of bodies are used. When solving the problem, all the necessary formulas and detailed explanations for each step are provided. The calculation result is presented in a convenient HTML format, which makes the solution easy to read and understand.
By purchasing this digital product, you receive a complete and accurate solution to problem 3.2.14 from the collection of Kepe O.?. in physics, which will help you better understand and assimilate the material on this subject.
***
Solution to problem 3.2.14 from the collection of Kepe O.?. consists in finding the vertical component of the reaction in the hinge C with a known force F equal to 600 N and dimensions BC equal to 2AB.
To solve the problem, it is necessary to use the equilibrium condition of the mechanical system in which hinge C is located. From this condition it follows that the sum of all forces acting on the system is equal to zero.
In this case, only the force F directed to the horizontal is known. To find the vertical component of the reaction in hinge C, it is necessary to decompose the force F into components using the geometric properties of a triangle.
Since the dimensions of BC are equal to 2AB, the angle between F and the vertical axis is 60 degrees. Then the vertical component of the reaction at hinge C will be equal to half the force F multiplied by the sine of 60 degrees:
Rvert = (1/2) * F * sin(60°) = (1/2) * 600 N * √3/2 = 200 N.
Thus, the vertical component of the reaction at hinge C is 200 N.
***
Solution of problem 3.2.14 from the collection of Kepe O.E. - a great digital product for learning mathematics.
This product allows you to easily and quickly master a complex topic.
With this solution to the problem, I was able to significantly improve my knowledge in mathematics.
The quality of the material is at a high level, everything is correctly and clearly stated.
This solution to the problem helped me successfully cope with the exam in mathematics.
Excellent value for money for this digital product.
I would recommend this solution to the problem to anyone who wants to improve their knowledge in mathematics.