Coulomb's Law: Solving Problems with Electric Charges

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SUMMARY

The discussion focuses on applying Coulomb's Law to determine the resultant force on electric charges, specifically charge q1. Participants highlight the importance of including angle measurements in calculations, as one user incorrectly stated an angle of -33 degrees. Additionally, there is confusion regarding the absence of mass values in the problem statement, leading to questions about the validity of the problem itself. The need for clarity in problem formulation and accurate mathematical representation is emphasized.

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  • Coulomb's Law for electric forces
  • Vector addition of forces
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  • Basic principles of electrostatics
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moeug1999
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Homework Statement
Consider the following figure. (The four charges are at the corners of a square. Take q = 1.07 µC and Q = 2.09 µC.)

(a) In the figure, what are the magnitude and direction of the resultant force on q1? (Take q1 as the origin of the coordinate system and measure the angle counterclockwise from the positive x-axis, which is directed towards the right.)

(b) What is the resultant force on the center of mass of the four charges?
Relevant Equations
The Coulombs law equation = k |q1||q2|/r^2
unnamed.jpg


This is my attempt but they said my answer is wrong
 

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Hello moeug , :welcome: !
moeug1999 said:
In the figure, what are the magnitude and direction of the resultant force on q1?
...
This is my attempt
I don't see an angle answer in your attempt ?

1580485381865.png

(the dog picture distracts from reading and checking the math)
 
(b) What is the resultant force on the center of mass of the four charges?
Is this serious ? Masses are not given and there is no question of a force out of the blue at any point. Was teacher in gross error here or is the problem statement misquoted ?
 
there are no masses given at all :(
 
BvU said:
Hello moeug , :welcome: !

I don't see an angle answer in your attempt ?

View attachment 256381
(the dog picture distracts from reading and checking the math)
my answer was -33 degrees but they said it was wrong :( and sorry about the paper
 
What about the directions of F 1,2 x and F 1,4 x
 

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