3. Show that by finding the electric field given the potential of a charged ring from problem 2(b) is kqz Ez (z² + R²)³/2 which was previously found through our chapter on finding the net electric field of uniform charge distributions.
3. Show that by finding the electric field given the potential of a charged ring from problem 2(b) is kqz Ez (z² + R²)³/2 which was previously found through our chapter on finding the net electric field of uniform charge distributions.
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![3. Show that by finding the electric field given the potential of a charged ring
from problem 2(b) is
kqz
Ez
(z² + R²)³/2
which was previously found through our chapter on finding the net electric field
of uniform charge distributions.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2c023d3c-b8f4-45a2-b9da-27a1c5257868%2Fc4a2b9cc-570e-4750-8ca3-c7080d655903%2F4dlbfmd_processed.png&w=3840&q=75)
Transcribed Image Text:3. Show that by finding the electric field given the potential of a charged ring
from problem 2(b) is
kqz
Ez
(z² + R²)³/2
which was previously found through our chapter on finding the net electric field
of uniform charge distributions.
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