The electric field a distance z from the center of a uniformly charged solid disk of radius R is (Edisk) z = 1 2€0 1 √z²+R² where n = Q/(R²) is the (constant) surface charge density of the disk. What is the limit of (Edisk) where z << R and why? O It is equal to n/(20), the electric field near an infinite plane, since the disk looks like an infinite plane for points very close to the disk. It is equal to n/(2€0), the electric field near an infinite plane, since the disk looks like a point charge for points far away from the disk. It is equal to n/(20), the electric field of a point charge, since the disk looks like a point charge when very far away from the disk. It is equal to Q/(4π€02²), the electric field of a point charge, since the disk looks like an infinite plane when very close to the disk. It is equal to Q/(47€022), the electric field of a point charge, since the disk looks like a point charge when very close to the disk. I DON'T KNOW YET

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
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The electric field a distance z from the center of a uniformly
charged solid disk of radius R is
(Edisk) z
=
n
2€0
1
Z
/z²+R²
where n = Q/(TR²) is the (constant) surface charge density of
the disk.
What is the limit of (Edisk)z where z << R and why?
It is equal to n/(2€0), the electric field near an
infinite plane, since the disk looks like an
infinite plane for points very close to the disk.
It is equal to n/(2€0), the electric field near an
infinite plane, since the disk looks like a point
charge for points far away from the disk.
It is equal to n/(2€0), the electric field of a
point charge, since the disk looks like a point
charge when very far away from the disk.
It is equal to Q/(47€oz²), the electric field of a
point charge, since the disk looks like an
infinite plane when very close to the disk.
It is equal to Q/(47€oz²), the electric field of a
point charge, since the disk looks like a point
charge when very close to the disk.
I DON'T KNOW YET
Transcribed Image Text:The electric field a distance z from the center of a uniformly charged solid disk of radius R is (Edisk) z = n 2€0 1 Z /z²+R² where n = Q/(TR²) is the (constant) surface charge density of the disk. What is the limit of (Edisk)z where z << R and why? It is equal to n/(2€0), the electric field near an infinite plane, since the disk looks like an infinite plane for points very close to the disk. It is equal to n/(2€0), the electric field near an infinite plane, since the disk looks like a point charge for points far away from the disk. It is equal to n/(2€0), the electric field of a point charge, since the disk looks like a point charge when very far away from the disk. It is equal to Q/(47€oz²), the electric field of a point charge, since the disk looks like an infinite plane when very close to the disk. It is equal to Q/(47€oz²), the electric field of a point charge, since the disk looks like a point charge when very close to the disk. I DON'T KNOW YET
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