Intro to Angled Forces and Vectors question?

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SUMMARY

The discussion focuses on solving a physics problem involving forces in equilibrium, specifically determining the magnitude of an unknown force F acting at an angle. The known forces include a 5.7 N downward force and a 5.2 N force acting at a 63° angle from the horizontal. The correct approach involves breaking down the forces into their horizontal and vertical components and applying the principle that the sum of forces in both directions must equal zero. The conclusion emphasizes the necessity of understanding vector decomposition to solve such problems accurately.

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  • Understanding of force vectors and their components
  • Knowledge of equilibrium conditions in physics
  • Familiarity with trigonometric functions for angle calculations
  • Ability to apply Newton's laws of motion
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  • Study vector decomposition techniques in physics
  • Learn how to apply equilibrium conditions to solve for unknown forces
  • Explore trigonometric functions relevant to force calculations
  • Practice problems involving multiple forces acting at angles
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Students studying physics, particularly those focusing on mechanics and force analysis, as well as educators seeking to enhance their teaching methods in vector-related topics.

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Homework Statement


The 5.7 N weight is in equilibrium under the influence of the three forces acting on it. The F force acts from above on the left at an angle of α with the horizontal. The 5.2 N force acts from above on the right at an angle of 63◦ with the horizontal. The force 5.7 N acts straight down.

What is the magnitude of the force F? Answer in units of N.

Homework Equations


Unaware of any, probably why this is difficult to figure out for me.

The Attempt at a Solution


I'm generally unsure on how to approach the question, I don't even know where to begin. I want to guess that if you add up -5.7 N, 5.2 N, and the unknown force it should add up to 0?
Should 5.7 N be negative because it is a downwards force? If so, according to how I am guessing to solve it that would solve for .5 N as the missing force. Although that personally doesn't seem correct.
 

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Since you apparently don't understand force vectors, it's too early for you to take on this problem. Study force vectors and how to break them into horizontal and vertical components. THEN attack this problem.
 
How much do you understand about vectors? The first thing to know is that they can be broken down into individual directional components. In this case x and y. The second is that vectors add, and when adding two vectors you can add their directional components to get the new vector (ie. add the x components to get the new x component and add the y components to get the new y component).
 

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