Solution C1-43 (Figure C1.4 condition 3 S.M. Targ 1989)

Problem C1-43 (Figure C1.4 condition 3 S.M. Targ 1989) is to determine the reactions of the connections at points A and B of a rigid frame located in a vertical plane. The frame is hinged at point A and attached at point B either to a weightless rod with hinges at the ends, or to a hinged support on rollers. At point C, a cable is tied to the frame, thrown over a block and carrying at the end a load weighing P = 25 kN.

The frame is acted upon by a pair of forces with a moment M = 100 kN m and two forces, the values, directions and points of application of which are indicated in the table (for example, in conditions No. 1, the frame is acted upon by a force F2 at an angle of 15° to the horizontal axis, applied at the point D and a force F3 at an angle of 60° to the horizontal axis applied at point E, etc.).

To determine the reactions of the connections at points A and B, it is necessary to solve a system of equilibrium equations, taking into account the acting loads and the conditions of fastening the frame. For final calculations it is assumed that a = 0.5 m.

Solution C1-43 (Figure C1.4 condition 3 S.M. Targ 1989)

Solution S1-43 is a digital product that is a solution to a problem from S.M.’s textbook. Targ "Problems in General Physics" 1989 edition. The problem requires determining the reactions of the connections at points A and B of a rigid frame located in a vertical plane and subject to loads.

The solution is presented in a beautiful html design using style elements and markup, which ensures convenience and clarity when reading. The solution includes a step-by-step description of the solution process, graphical diagrams and tables with the necessary data. In addition, the product contains detailed calculations of formulas and source data, which makes the solution easy to understand and use for both beginners and experienced students and teachers.

Solution C1-43 is a useful digital product for those who study physics and want to deepen their knowledge in this area or prepare for exams and testing. Beautiful html design makes the product attractive and easy to use.

Purchase Solution C1-43 right now and get access to a useful and visual solution to the problem from the textbook by S.M. Targa "Problems in General Physics"!

Solution S1-43 is a digital product that is a solution to a problem from S.M.’s textbook. Targ "Problems in General Physics" 1989 edition. The task is to determine the reactions of the connections at points A and B of a rigid frame located in a vertical plane and subject to loads.

The solution is presented in a beautiful html design using style elements and markup, which ensures convenience and clarity when reading. The solution includes a step-by-step description of the solution process, graphical diagrams and tables with the necessary data. In addition, the product contains detailed calculations of formulas and source data, which makes the solution easy to understand and use for both beginners and experienced students and teachers.

Solution C1-43 is a useful digital product for those who study physics and want to deepen their knowledge in this area or prepare for exams and testing. Beautiful html design makes the product attractive and easy to use. Purchase Solution C1-43 right now and get access to a useful and visual solution to the problem from the textbook by S.M. Targa "Problems in General Physics"!

***

Solution C1-43 is a structure consisting of a rigid frame located in a vertical plane. The frame is hinged at point A, and at point B it is attached to a weightless rod with hinges at the ends or to a hinged support on the rollers. A cable is attached to the frame, thrown over a block and carrying at the end a load weighing P = 25 kN.

The frame is acted upon by a pair of forces with a moment M = 100 kN m and two forces, the values, directions and points of application of which are indicated in the table (for example, in conditions No. 1, the frame is acted upon by a force F2 at an angle of 15° to the horizontal axis, applied at the point D and a force F3 at an angle of 60° to the horizontal axis applied at point E, etc.).

It is necessary to determine the reactions of the connections at points A and B caused by the acting loads. In calculations it is assumed that a = 0.5 m.

***

1. An excellent solution for lovers of mathematics and physics!
2. This digital product will help you develop logical thinking.
3. Solution C1-43 is an excellent tool for preparing for mathematics Olympiads.
4. With this digital solution, you can solve complex problems easily.
5. Figure C1.4 Condition 3 is a classic problem that every self-respecting mathematician should know.
6. S1-43 is a great example of how math can be fun and interesting.
7. Solution C1-43 will help you not only solve the problem, but also understand its essence.

Peculiarities:

Digital goods can be easily and quickly delivered over the internet, saving time and money on shipping.

Digital goods do not take up shelf space, which saves storage space and reduces rental costs.

Digital goods can be easily updated and modified without the need to release new product versions.

Digital goods can be easily copied and distributed, allowing the user base to expand rapidly.

Digital goods can be easily personalized and tailored to the needs of a particular user.

Digital goods can be easily integrated with other digital products and services.

Digital goods can be more sustainable because they do not require the use of materials and energy to produce and deliver physical products.