In the Figure, the left current is 55 A into the paper, the right current is 9 A out of the paper, and each curve is a circular path. Find the result of the integral for LaTeX: \oint \vec{B}. \,\vec{ds}∮ B → . d s → for the path C 2, where the integral is taken with de counterclockwise.
In the Figure, the left current is 55 A into the paper, the right current is 9 A out of the paper, and each curve is a circular path. Find the result of the integral for LaTeX: \oint \vec{B}. \,\vec{ds}∮ B → . d s → for the path C 2, where the integral is taken with de counterclockwise.
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In the Figure, the left current is 55 A into the paper, the right current is 9 A out of the paper, and each curve is a circular path. Find the result of the integral for LaTeX: \oint \vec{B}. \,\vec{ds}∮ B → . d s → for the path C 2, where the integral is taken with de counterclockwise. (Your result must be in multiples of 10 -6 T.m and include 1 digit after the decimal point. That means if you get a result of a 9.2 x 10 -6 just type 9.2 in the answer box. Maximum of 2% of error is accepted in your answer. Take vacuum permeability µ 0 = 4π x 10 -7 T /A 2 and π=3.14.)
Transcribed Image Text:C3
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