Basic electrostatics (geometry help)

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The discussion revolves around a problem in basic electrostatics involving the calculation of electric field vectors. A participant questions the necessity of the cosine function in determining the horizontal components of the electric fields. Another participant clarifies that the cosine is essential for accurately calculating these horizontal components, as the vertical components cancel out due to symmetry. The conversation highlights the importance of geometry in understanding vector addition in electrostatics. Overall, the use of cosine is confirmed as crucial for solving the problem correctly.
geft
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Here's the problem: http://i.imgur.com/dS7ZH.jpg

I don't understand why the cosine has to be there. My geometry is a bit rusty, but wouldn't it be enough without the cosine part?
 
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E is the vector sum of the 4 E's. The vertical component of each Eo at the point of interest is canceled out by the vertical component there due to an identical charge at one other vertex, leaving only horizontal components to be added. The cos gives you that horizontal component of each E.
 
Ah, you're right. Thanks!
 
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