Solution to problem 19.3.2 from the collection of Kepe O.E.

Determination of the gravity force G1 of the slider 1 It is necessary to calculate the gravity force G1 of the slider 1 at the moment of time when the angle α is equal to 45°, and the inertia forces of the sliders F1 and F2 are equal to 10 N. The answer is 20.

When the angle α is 45°, the inertia forces of sliders F1 and F2 are equal to 10 N, it is necessary to determine the gravity force G1 of slider 1. The solution leads to an answer of 20 N.

Solution to problem 19.3.2 from the collection of Kepe O.?. We present to your attention the solution to problem 19.3.2 from the collection of Kepe O.?. - a digital product that will help you successfully complete a physics task. Our solution is made by an experienced teacher and presented in a convenient and beautiful format. You can easily understand this problem thanks to a detailed and understandable description of the methods and formulas used. In addition, you will be able to get acquainted with the correct approach to solving such problems and improve your knowledge in the field of physics. By purchasing our solution to problem 19.3.2 from the collection of Kepe O.?., you receive a high-quality digital product that will be useful for both students and teachers. You will receive access to our solution immediately after payment, which will allow you to begin solving the problem as quickly as possible. Don't miss the opportunity to purchase our digital product and improve your knowledge of physics!

Product description:

Solution to problem 19.3.2 from the collection of Kepe O.?. is a digital product that will help you successfully solve a physics problem related to determining the gravity of a slider. This solution provides detailed calculations and explanations that will help you understand the methods and formulas used.

Our solution was written by an experienced teacher and presented in a convenient and beautiful format, which will allow you to easily understand the problem. In addition, you will be able to learn the correct approach to solving such problems and improve your knowledge in the field of physics.

By purchasing our solution to problem 19.3.2 from the collection of Kepe O.?., you receive a high-quality digital product that will be useful for both students and teachers. You will receive access to our solution immediately after payment, which will allow you to begin solving the problem as quickly as possible.

Don't miss the opportunity to purchase our digital product and improve your knowledge of physics! The answer to problem 19.3.2 from the collection of Kepe O.?. is 20, and it is presented in this solution.

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Problem 19.3.2 from the collection of Kepe O.?. consists in determining the gravity force G1 of the slider 1 at known values ​​of the angle α and the inertia forces of the sliders F1 and F2. At the moment of time when the angle α is equal to 45°, the inertia forces of the sliders are 10 N. It is necessary to find the value of the gravity force G1 of the slider 1.

To solve the problem, it is necessary to apply the laws of dynamics, namely the law of conservation of energy and Newton's second law. According to the law of conservation of energy, the change in the kinetic energy of a body is equal to the work done by the forces acting on this body. In this case, the inertial forces are internal forces of the system, so the work done by these forces is zero.

Consequently, the change in the kinetic energy of the sliders is equal to the work done only by the force of gravity G1. Using Newton's second law, we can express the force of gravity G1 through the mass of the slider 1 and the acceleration that it acquires under the influence of this force.

Thus, to solve the problem, you need to find the mass of the slider 1 and the acceleration, and then calculate the force of gravity G1 using the formula G1 = m1 * a.

When solving the problem, it is necessary to take into account that the force of gravity is directed vertically downwards, and the angle α is the angle of inclination of the threads on which the sliders are suspended.

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