Two coaxial and conductive rings intertwined in the shape (r1 = 0.3m, r2 = 0.5m). The linear charge density of the inner conducting ring is λ1 = 30nC / m and the linear charge density of the outer conducting ring is λ2 = -70nC / m. Find the electric field vector (E) of a point P r = 0.4m from the center on the x-axis passing through the center of the rings.
Two coaxial and conductive rings intertwined in the shape (r1 = 0.3m, r2 = 0.5m). The linear charge density of the inner conducting ring is λ1 = 30nC / m and the linear charge density of the outer conducting ring is λ2 = -70nC / m. Find the electric field vector (E) of a point P r = 0.4m from the center on the x-axis passing through the center of the rings.
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
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Two coaxial and
(r1 = 0.3m, r2 = 0.5m).
The linear charge density of the inner conducting ring is λ1 = 30nC / m and the linear charge density of the outer conducting ring is λ2 = -70nC / m. Find the electric field vector (E) of a point P r = 0.4m from the center on the x-axis passing through the center of the rings.
(k = 9x109 N.m2 / C2, π = 3)
![P
r
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Transcribed Image Text:P
r
12
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