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The guy wire of two vertical electrical pole makes 40 with horizontal and subjected to 40 kN force What will be the horizontal component of force ?
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The guy wire of two vertical electrical pole makes 40 with horizontal ...
Analysis of Guy Wire Force
The horizontal component of force in a guy wire can be determined using trigonometry. Given that the guy wire makes an angle of 40 degrees with the horizontal and is subjected to a force of 40 kN, we can calculate the horizontal component of the force.

Calculating the Horizontal Component
To find the horizontal component of the force, we can use the trigonometric function cosine. The cosine of an angle in a right triangle is equal to the adjacent side divided by the hypotenuse. In this case, the horizontal component of the force is the adjacent side, and the total force (40 kN) is the hypotenuse.
Therefore, the horizontal component of the force can be calculated as:
Horizontal component = Total force * cosine(angle)
Horizontal component = 40 kN * cos(40 degrees)
Horizontal component ≈ 40 kN * 0.766
Horizontal component ≈ 30.64 kN

Conclusion
The horizontal component of the force in the guy wire is approximately 30.64 kN. This force acts in the horizontal direction and helps to provide stability to the electrical poles. Understanding and calculating the components of forces in structures are essential for ensuring their stability and safety.
Community Answer
The guy wire of two vertical electrical pole makes 40 with horizontal ...
33.56 kn
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The guy wire of two vertical electrical pole makes 40 with horizontal and subjected to 40 kN force What will be the horizontal component of force ?
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