What is the Electric Field inside this charged sphere?

k_squared
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Homework Statement


Let me just put this here:
http://i.imgur.com/dgcWAC3.png
dgcWAC3.png

.

Homework Equations


E_flux=EA=(q_encl)/(permittivity)
Area=4pir^2

The Attempt at a Solution


Whenever I manipulate the above equations, I get a term of the form R/r, which implies, R being 5 cm, and r being the radius inside. This implies that the field goes to infinity at the center, when I'm pretty sure by spherical symmetry it is 0!
 
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k_squared said:
Whenever I manipulate the above equations, I get a term of the form R/r, which implies, R being 5 cm, and r being the radius inside.
Not sure how you'd get an expression with R = 5 cm, when evaluating the field at r = 4 cm. Using Gauss' law at r = 4 cm gives you the field at that point, assuming spherical symmetry. What's the enclosed charge at that radius?

k_squared said:
when I'm pretty sure by spherical symmetry it is 0!
That's true and Gauss' law agrees.
 

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