Stuck on this one electric field problem

AI Thread Summary
The discussion revolves around solving an electric field problem using the equation E=k*Q/r^2. The user attempts to calculate the components of the electric field, denoting two bottom charges as E1 and E2, and a negative charge as E3. They express the y-component as Ey and the x-component as Ex, with calculations involving trigonometric functions. A correction is suggested regarding the radius squared, indicating it should be L^2 instead of L^4. The conversation confirms that the user's approach is fundamentally correct, and they are encouraged to proceed by adding E1 and E3 for the final solution.
vitaebellaa
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Homework Statement


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Homework Equations


E=k*Q/r^2


The Attempt at a Solution



Ey=E1sin30 + E2sin30 + E3; where E1=E2 (I'm denoting the 2 bottom charges as E1,E2, the negative as E3)
Ex=E1cos30 - E2cos30, this cancels.
from E=k*Q/r^2
I calculated r^2 to be L^4/4 (don't know if this is right... trig. and I haven't really been on speaking terms since high school)
since sin30=1/2... E1(1/2) + E2(1/2) just equal (1)E1; E1=k*Q/(L^4/4)
I guess from there I would have to add the y component of E3, which would be k*Q/(L^2/4)
Is my math/'plan of attack' okay so far? Is the next step simply adding E1 + E3 and simplifying?

THANK YOU! :smile:
 
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hi vitaebellaa! :smile:

yes that's the correct method (obviously, you meant L2 not L4) …

for r, draw a right-angled triangle with length L/2 :wink:
 
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