No idea on how to do this problem

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The discussion focuses on determining the charge required at the empty corner of a rectangle to ensure the net force on a charge at corner A points vertically. The existing charges at the other corners are both +3μC. The relevant formula for calculating the force between charges, f = k(q1)(q2) / r², is acknowledged as necessary for solving the problem. The key insight provided is that for the net force to be vertical, the horizontal components of the forces acting on the charge at corner A must cancel each other out.

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Q: In the rectangle in the drawing, a charge is to be placed at the empty corner to make the net force on the charge at corner A point along the vertical direction. What charge (magnitude and algebraic sign) must be placed at the empty corner?

The picture shows a normal rectangle. The upper left and lower left corners have a sphere with a charge of +3μC, and the lower right corner has a sphere with a charge of +3μC. The upper right corner is the blank one and point A is located at the lower left sphere. The upper horizontal side/line shows a length of 4d, and the right vertical side/line shows d. I know you have to use f = k(q1)(q2) / r^2 , but I don't know where to go from there.

Help is greatly appreciated!
 
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welcome to pf!

hi dowz0r! welcome to pf! :smile:
dowz0r said:
… a charge is to be placed at the empty corner to make the net force on the charge at corner A point along the vertical direction.

if the net force is vertical, then you need the horizontal components of the forces to add to zero :wink:
 

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