Sketch the Electric Field at point "A" due to the two point charges

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SUMMARY

This discussion focuses on sketching the electric field at point "A" due to two point charges using Coulomb's Law and the Superposition Principle. Participants emphasize the importance of accurately representing the direction and magnitude of the electric fields produced by each charge. The conversation highlights the need for 2D vector algebra and geometry to find the resultant electric field at point "A". Key corrections include ensuring the arrows representing electric fields are drawn to scale and accurately calculating angles.

PREREQUISITES
  • Coulomb's Law for electrostatics
  • Superposition Principle in electric fields
  • 2D vector algebra
  • Basic geometry for angle calculations
NEXT STEPS
  • Study the application of Coulomb's Law in electric field calculations
  • Learn how to apply the Superposition Principle to multiple point charges
  • Practice 2D vector addition and resultant calculations
  • Explore the geometric interpretation of electric fields and angles
USEFUL FOR

Students in physics, educators teaching electrostatics, and anyone interested in mastering electric field concepts and vector analysis.

jbyolo101
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Homework Statement
Have attached image with the questions, this is so confusing for me.
Relevant Equations
?
EDE71316-27B0-415D-B216-B4D0CAF59339.jpeg
 
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Do you understand the question? Per forum rules, you need to show some attempt, or at the least describe what is stopping you.
Can you at least say what direction the field at point A will be from the charge at point B?
For relevant equations, you must have been taught an equation for the magnitude of the field at distance r from charge q.
 
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Tell us at least that you know Coulomb's Law for electrostatics, otherwise I don't think we can help you.

This problem involves Coulomb's law, Superposition Principle, 2D vector algebra and some geometry.
For which of the above 4 sub sections you think you have a problem with?
 
Last edited:
Start by drawing an arrow to represent the electric field at A due to B only. Direction is important but magnitude not yet.
Once you've done that, draw an arrow to represent the electric field at A due to C only. How will it differ from the field due to B in direction? How will its magnitude compare to that due to B? (be careful, think of Coulomb's Law and about how field strength varies with distance).
Now you just have to find the resultant of your two arrows.
 
E66AB422-2B66-4C6B-B61F-8963B067365B.jpeg

I think I’ve done it wrong :/
 
check trigonometry.
 
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jbyolo101 said:
View attachment 285345
I think I’ve done it wrong :/
It's not entirely wrong so far. You could have drawn the arrows more to scale. Which one should be longer than the other and by what factor? Do you know how to add the two arrows to get the resultant? Please note: Angle BAC is not 30o as you show in the drawing.
 
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