Gaussian Shell and net electric field

AI Thread Summary
The discussion revolves around calculating the electric field at a point inside a Gaussian shell. The user applies the formula for electric field due to a charged shell, noting that the point inside Shell 1 is unaffected by it. They attempt to solve the problem using specific values but initially miscalculate by incorrectly using Coulomb's constant. The final calculated electric field is 16.5757 N/C, but the user questions the validity of the answer due to the earlier mistake. The focus remains on the correct application of formulas and constants in electrostatics.
Jrlinton
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Homework Statement


upload_2017-2-7_10-46-52.png


Homework Equations


σ=q/(4πr^2)→q=σ(4πr^2)
E=q/(4πEod^2)
E=(4πr^2σ)/(4πEod^2)

The Attempt at a Solution


So the first thing that i could include was that the point p was inside Shell 1 and therefor would not be affected by Shell 1.

So it should be a fairly simple plug in the variables sort of problem
E=(4π(.017m)^2*(3.3E-6))/(4π(8.99E-9C)(0.104m-0.024m)^2)
E=16.5757 N/C
 
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Looks ok. Is the answer rejected?
 
I used 899E-9 as Coulomb's constant. I believe that was my mistake.
 
Jrlinton said:
I used 899E-9 as Coulomb's constant. I believe that was my mistake.
That's the one thing I did not check.
 
Silly me.
 
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