Finding the electric field of following setup

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To find the electric field between two perpendicular planes with charge densities σ and 2σ, it is appropriate to assume the planes are infinitely long for simplification. This assumption allows the application of Gauss's law to determine the electric field. The electric field due to an infinite plane with charge density can be used to derive the resultant field in the setup. The discussion emphasizes that understanding the electric field from an infinite plane is crucial for solving the problem. The key takeaway is that applying Gauss's law simplifies the calculation of the electric field in this configuration.
brainslush
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Homework Statement


Assume two perpendicular planes one with charge density \sigma and the other with a charge density 2\sigma. Find the electric field.

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\sigma |
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_ |__________________
//|////// 2\sigma///////////////
//|

Homework Equations


The Attempt at a Solution


I got a question. Can I assume that the planes are infinitly long, specially close to the origin? In such a case, I could apply the Gaus-law.
 
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Hi brainslush. By definition a plane is of infinite extent. If you know the result for the field due to an infinite plane of a given charge density, then you're (almost literally) halfway there!
 
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