Solution to problem 18.2.3 from the collection of Kepe O.E.

Determining the relationship between possible wedge movements

To determine the relationship between the possible movements of the wedges, it is necessary to consider two wedges, designated wedge 1 and wedge 2.

After this, it is necessary to calculate the possible movements of each wedge.

It is then necessary to determine the relationship between the possible movements of wedge 1 and the possible movements of wedge 2.

The answer to this problem is 1.73.

It is important to note that this task requires knowledge of the relevant formulas and the ability to apply them in practical problems.

Solution to problem 18.2.3 from the collection of Kepe O.?.

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This product is a solution to problem 18.2.3 from the collection of Kepe O.?. on the topic "Determination of the relationship between possible movements of wedges."

To solve the problem, it is necessary to consider two wedges, designated as wedge 1 and wedge 2, calculate the possible movements of each wedge and determine the relationship between the possible movements of wedge 1 and the possible movements of wedge 2.

The solution to the problem is presented in the form of detailed step-by-step instructions, which makes it easy and quick to understand the problem and get the correct answer, which is 1.73.

This product can be useful for both students and teachers to test students' knowledge and prepare for exams. By purchasing this digital product, you receive a convenient and accessible tool for successfully solving problem 18.2.3 from the collection of Kepe O.?. on the topic "Determination of the relationship between possible movements of wedges."

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Solution to problem 18.2.3 from the collection of Kepe O.?. consists in determining the relationship between the possible movements of two wedges. To do this, you must first determine a formula to calculate the possible movement of each wedge, and then substitute the resulting values ​​into the formula to determine the ratio.

For the first wedge, the possible displacement is calculated by the formula: L1 = F1 / sin α1, where F1 is the force acting on the wedge, α1 is the angle between the wedge surface and the horizontal plane.

Similarly, for the second wedge, the possible displacement is calculated by the formula: L2 = F2 / sin α2, where F2 is the force acting on wedge 2, α2 is the angle between the surface of wedge 2 and the horizontal plane.

Then it is necessary to determine the relationship between the possible movements of the wedges: L1/L2. By substituting the values ​​of L1 and L2 obtained from the formulas above, we can calculate the required ratio. In this problem the answer is 1.73.

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