1.1.5 It is necessary to determine what force F3 in absolute value must be applied to the converging forces F1=2H and F2=4H forming angles with the Ox axis with values ? = 30o and ? = 60o, respectively, so that the resultant of these three forces is equal to zero. The answer to the problem is 6.62.
We present to your attention the solution to problem 1.1.5 from the collection of Kepe O.?. This digital product provides a comprehensive explanation and solution to a problem that can be useful to students and teachers in the fields of physics and engineering.
In this product you will find detailed information on how to calculate the resultant of three forces that form angles with the Ox axis in quantities ? = 30o and ? = 60° with known values F1=2H and F2=4H. The solution to the problem is presented in an easy-to-understand format with a step-by-step explanation of each step.
Our digital product comes in a beautiful html design, which makes it easy and convenient to read and study the material. You can purchase this product and easily use it for study purposes or to prepare for exams.
Buy this problem solver now and get access to useful material that will help you better understand physics and engineering!
We present to your attention a digital product - the solution to problem 1.1.5 from the collection of Kepe O.?.
The problem is given to determine the required force F3 in modulus, which must be applied to the converging forces F1 and F2, forming angles with the Ox axis in quantities ? = 30o and ? = 60o, respectively, so that the resultant of these three forces is equal to zero.
In our digital product you will find a detailed solution to the problem with a step-by-step explanation of each step. We provide a comprehensive explanation of how to calculate the resultant of the three forces in this problem given the known values of F1=2H and F2=4H.
Our digital product comes in a beautiful html design, which makes it easy and convenient to read and study the material.
Buy this problem solver now and get access to useful material that will help you better understand physics and engineering! The answer to the problem is 6.62.
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Solution to problem 1.1.5 from the collection of Kepe O.?. consists in determining the force F3 that must be applied to the converging forces F1 and F2 so that the resultant of these three forces is equal to zero. These forces form angles with the Ox axis equal to 30° and 60°.
To solve the problem you must use the parallelogram rule. According to this rule, the resultant of two converging forces F1 and F2 is equal to the diagonal of a parallelogram built on these two forces.
Using the cosine formula to find the length of the diagonal of a parallelogram, you can determine the resultant of two forces F1 and F2. Next, using the Pythagorean theorem, you can find the third side of the triangle, which will be equal to the force F3.
As a result of the calculations, the value F3 = 6.62 (in Newton units) is obtained, which is the answer to this problem.
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