Determine the net charge contained within the cube

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AI Thread Summary
The discussion revolves around calculating the net charge within a cube based on the electric field values on its surfaces. The electric field on the top face is -40 N/C, while on the bottom face it is +10 N/C, with each edge of the cube measuring 3.7 m. Participants calculated the electric flux and used the relationship between flux and enclosed charge, but encountered errors in their calculations. One participant initially reported an incorrect small value for the charge, later correcting it after realizing they had not properly combined the flux values. The final calculated flux was 684.5, leading to a correct understanding of the charge enclosed within the cube.
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Homework Statement


At each point on the surface of the cube shown in the figure, the electric field is parallel to the z axis. The length of each edge of the cube is 3.7 m. On the top face of the cube = -40 N/C, and on the bottom face of the cube = +10 N/C. Determine the net charge contained within the cube.






Homework Equations



flux = E x A

flux = charge enclosed/ permittivity constant (epsilon-naught)



The Attempt at a Solution



I first plugged the numbers to find the flux of the the ends of the cube, then the plugged that into the second equation to find the charge enclose, but I got a really small number that wasn't right.
 
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What number you got?
 
-6x10^13 I meant a really big number.
 
I am getting ..6. ..E-9.

Flux is 684.5 (simply adding two together)
and then electric constant is 8.854E-12
 
Ahh, and then its negative, I didn't add the two together I was only using one. Dumb mistake, but thank you soo much!
 
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