A flat circular loop of with radius R lies in the xy-plane centered at the origin. Its linear charge density is 2 = A cos p. What is the total charge on the loop? b. Calculate the electric field in a point on the z-axis, a distance d above the origin. Find the limit of the electric field as z gets very large compared to R (not infinitely large, E does not become zero). 2. C.
A flat circular loop of with radius R lies in the xy-plane centered at the origin. Its linear charge density is 2 = A cos p. What is the total charge on the loop? b. Calculate the electric field in a point on the z-axis, a distance d above the origin. Find the limit of the electric field as z gets very large compared to R (not infinitely large, E does not become zero). 2. C.
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![A flat circular loop of with radius R lies in the xy-plane centered at the origin. Its linear charge density is
2 = A cos p.
What is the total charge on the loop?
b. Calculate the electric field in a point on the z-axis, a distance d above the origin.
Find the limit of the electric field as z gets very large compared to R (not infinitely large, E does not
become zero).
2.
C.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0b718e4d-f345-4794-a630-df5e86928bc6%2F70a18ec7-9e88-46f4-803b-dea554661e00%2Fnjgqjc_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A flat circular loop of with radius R lies in the xy-plane centered at the origin. Its linear charge density is
2 = A cos p.
What is the total charge on the loop?
b. Calculate the electric field in a point on the z-axis, a distance d above the origin.
Find the limit of the electric field as z gets very large compared to R (not infinitely large, E does not
become zero).
2.
C.
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