How Do Charge Magnitudes and Signs Affect Electric Field Directions?

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SUMMARY

The discussion focuses on determining the required sign and magnitude of a second point charge, q2, to achieve a net electric field of 50.0 N/C at the origin, influenced by a negative point charge, q1 = -4.00 nC located at x = 0.60 m. For the electric field to point in the +x direction, q2 must be a positive charge greater than 100 nC. Conversely, to achieve a net electric field of 50.0 N/C in the -x direction, q2 must be a negative charge with a magnitude less than 50 nC. The electric field is a vector quantity and is not simply the sum of the charges.

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Homework Statement


A negative point charge q1 = -4.00 nC is on the x-axis at x = 0.60 m. A second point charge q2 is on the x-axis at x=-1.20 m.

What must the sign and magnitude of q2 be for the net electric field at the origin to be 50.0 N/C in the +x direction be?

What must the sign and magnitude of q2 be for the net electric field at the origin to be 50.0 N/C in the -x direction be?


Homework Equations


Coulomb's Law
E = q1 + q2


The Attempt at a Solution



Ok, i got the part when it is in the + x direction but how would i do it for the - x direction? I was doing 50 = 100-q2, but i don't think it will work?? Any help would be appreciated. Thanks in advance.
 
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Thanks for the sites, which I understand. But I know how to get the electric force in the +x direction but not in the -x direction. Could I do that to make it go in the -x direction, the charge of q1 could be +4.00 nC since electric field lines go away from positive charges? Any help would be appreciated. Thanks.
 
Since q1 have negative charge, it will attract a positive charge and repel a positive charge. Since q1 is to the right of q2 ( 0.6> -1.2) an attraction, toward q1, will be "in the positive direction" (from -1.2 toward +0.6) while a repulsion, away from q1, will be "in the negative direction" (from 0.6 toward -1.2).
 

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