Solution to problem 5.6.11 from the collection of Kepe O.E.

5.6.11. Solving the problem of body equilibrium using the equation of moments of forces

Given: body weight G = 11 kN, force F = 3 kN, size a = 0.2 m.

Find: cable tension AB.

Answer:

Equation of moments of forces about the Ox axis:

F * a - T * 2a = 0

where T is the tension of the cable AB.

From here we get:

T = F/2 = 3/2 = 1.5 kN

Answer: 4•103 (unit - kN).

Solution to problem 5.6.11 from the collection of Kepe O.?.

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This product is a solution to problem 5.6.11 from the collection of Kepe O.?. in physics. The problem considers a body weighing 11 kN, which is in equilibrium under the influence of imposed constraints and an applied force of 3 kN. Dimension a is 0.2 m. The solution uses the equation of moments of forces about the Ox axis. The result is the determination of the tension of the cable AB, which is 4•103 (unit - kN). The solution is presented in the form of detailed calculations and step-by-step descriptions, which helps to better understand the material and successfully cope with similar tasks in the future. The design of the product is made in accordance with the latest design trends, which improves the perception of the material and makes the learning process more fun. By purchasing this product, you receive unique and useful material that will help you increase your level of knowledge and achieve success in studying physics.

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Problem 5.6.11 from the collection of Kepe O.?. consists in determining the tension of the cable AB, if it is given that a body weighing G = 11 kN is in equilibrium under the influence of imposed connections and an applied force F = 3 kN, and the size a = 0.2 m. First, it is necessary to create an equation for the moments of forces about the Ox axis . Then, by solving this equation, you can determine the desired tension in the cable AB. The answer to the problem is 4•103.

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