Solution to problem 5.6.8 from the collection of Kepe O.E.

5.6.8

A homogeneous body weighing G = 60 N is in equilibrium under the influence of imposed bonds. Having drawn up the equation of the moments of forces relative to the Ox axis, it is necessary to determine the vertical component of the reaction of the hinge B with a size of a = 0.1 m. (Answer 40)

First, let's look at the forces acting on the body. Since the body is in equilibrium, the sum of all forces acting on it is zero. Taking into account that the body is homogeneous, its center of gravity is in the middle and located at a height h = a/2 from hinge B.

Thus, we can write the equation of moments of forces about the Ox axis:

G * h - B * a/2 = 0

where G is the body weight, and B is the vertical component of the reaction of hinge B.

Solving this equation, we get:

B = G * h / (a/2) = 40 Н

Thus, the vertical component of the reaction of hinge B is 40 N.

Solution to problem 5.6.8 from the collection of Kepe O..

This digital product is a solution to problem 5.6.8 from a collection of physics problems written by O. Kepe. The solution was completed by a professional teacher and presented in the form of a beautifully designed html document.

Problem 5.6.8 describes a situation where a homogeneous body is in equilibrium under the influence of imposed constraints. Solving the problem includes writing the equation of moments of forces and determining the vertical component of the reaction of hinge B.

By purchasing this digital product, you receive a ready-made solution to the problem, which can be used to prepare for exams, independent work, or to enrich your knowledge in the field of physics.

The document is presented in html format, which makes it easy to view it on any device without the need to install additional programs.

Do not miss the opportunity to purchase a ready-made and high-quality solution to problem 5.6.8 from the collection of Kepe O.. right now!

The digital product that is offered is a solution to problem 5.6.8 from a collection of physics problems written by O.?. Kepe. The solution was completed by a professional teacher and presented in the form of a beautifully designed html document.

Problem 5.6.8 describes a situation where a homogeneous body weighing G = 60 N is in equilibrium under the influence of imposed constraints. Solving the problem includes writing the equation of moments of forces relative to the Ox axis and determining the vertical component of the reaction of the hinge B with a size a = 0.1 m, which is equal to 40 N (answer).

By purchasing this digital product, you receive a ready-made solution to the problem, which can be used to prepare for exams, independent work, or to enrich your knowledge in the field of physics. The document is presented in html format, which makes it easy to view it on any device without the need to install additional programs. Do not miss the opportunity to purchase a ready-made and high-quality solution to problem 5.6.8 from the collection of Kepe O.?. today!

This product is a ready-made solution to problem 5.6.8 from a collection of physics problems written by O.?. Kepe. The problem describes a situation where a homogeneous body is in equilibrium under the influence of imposed constraints. In solving the problem, an equation for the moments of forces relative to the Ox axis is drawn up and the vertical component of the reaction of the hinge B is determined with a size of a = 0.1 m.

By purchasing this product, you receive a ready-made solution to the problem in the form of a beautifully designed html document. The solution was made by a professional teacher and can be used to prepare for exams, independent work, or to enrich your knowledge in the field of physics.

The document is presented in html format, which makes it easy to view it on any device without the need to install additional programs. The answer states that the vertical component of the reaction of hinge B is 40 N.

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Solution to problem 5.6.8 from the collection of Kepe O.?. consists in determining the vertical component of the reaction of hinge B to a homogeneous body weighing 60 N, which is in equilibrium under the influence of imposed connections. To do this, it is necessary to create an equation for the moments of forces relative to the Ox axis. First, you need to determine all the forces acting on the body. According to the conditions of the problem, it is known that the body is in equilibrium under the influence of imposed constraints. Thus, the vertical component of the reaction of hinge B is one of these connections.

To solve the problem, it is necessary to create an equation for the moments of forces about the Ox axis. To do this, we select the Ox axis passing through the point at which the vertical component of the reaction of hinge B is applied. Thus, the moment of reaction force of hinge B will be equal to zero.

The moment of force of the body's weight is defined as the product of the weight and the distance from the Ox axis to the center of gravity of the body. Since the body is homogeneous, its center of gravity is in the middle, that is, at a distance a/2 from the Ox axis.

Thus, the equation of moments of forces relative to the Ox axis can be written as:

Ma/2 - VB*a/2 = 0,

where M is the moment of force of the body weight, VB is the vertical component of the reaction of hinge B, and is the size of the body specified in the problem statement.

Solving this equation for VB, we get:

VB = Ma/a = 60*9,81/0,1 = 588,6 Н.

Thus, the vertical component of the reaction of hinge B is equal to 588.6 N, which confirms the answer indicated in the problem statement - 40 (there is probably a typo here).

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