Solve Coulomb Vector Force Q1,Q2 & Q3 Homework - Dan

AI Thread Summary
To solve the Coulomb vector force problem involving charges Q1, Q2, and Q3, it is essential to apply Coulomb's law, which states that the electric force between two charges is proportional to the product of their magnitudes and inversely proportional to the square of the distance between them. The electric forces must be treated as vectors, requiring the calculation of both x and y components for each force acting on Q1. The net force on Q1 is found by summing the individual forces from Q2 and Q3, taking into account their directions based on the signs of the charges. Additionally, the net electric field experienced by Q1 can be calculated using the same principles. Understanding these concepts is crucial for accurately determining the forces and fields in this scenario.
dantheman91
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Homework Statement



Hey everyone, i have a homework question I'm completely stuck on.

Coulomb Vector Force

Q1= 20nC
Q2= -96nC
Q3= +250 nC
A(y axis)= .30 meters
B(x axis)= .40 meters

Layout:
Q1
.
.A
.
.
Q2--------Q3
B


Calculate:

Vector force F21 on Q1 due to Q2
Vector force F31 on Q1 due to Q3
Net Vector force F1 on Q1
Net electric field seen by Q1

Next to each of these questions is a Fx= x+ y
E (Net Electric Field)
The x and y's each have a carrot over them.

i know coulombs law comes into play here: F=k(q1q2)/(r2)


Any insight on this problem would be extremely welcome. I had to miss a week of class so I'm trying to learn this stuff on my own. Unfortunately i can't find it in my book.

Thank you. And I am glad i found this forum. I'm a physics major right now but probably transferring schools to go into meteorology. I'm sure this place will be a vital tool (hopefully not to just get help on homework problems)

Dan
 
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Insights:

- The electric force acts along the line joining the two charges.
- Forces are vectors (so they have direction and magnitude, hence x and y components)
- Like-sign charges repel, unlike-sign charges attract.
- Forces sum (superposition property)

You'll need to determine the distance between the charge pairs being considered in order to calculate the magnitude of the force acting. The vector for the resulting force will lie along the line connecting the charges. The direction of the force along that line will depend upon the signs of the charges involved.
 
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