Question

H19.8. Consider a d × d × d cube in the region χ > 0, y > 0, z > 0, yI and with one corner at the origin as shown. In this region a constant electric field E 2.0 N/C R +2.0 N/C y exists. Given d 3.0 cm, find the flux through each of the six faces of the cube and show that the net flux equals zero. (That is, show back).

Answer:

0.0018 N. m2/C, 0.0018 N . m 2/C, Ф top-0.0018 N . myc, Фті bottom thus φ net _-0.0018 + 0.0018 + 0.0018-0.0018 + 0 + 0-0 N . m2/C front 0 N . m2 back 0 N.m2

Please show work on how to get the above answer. I am a little confused. Thank you!

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