What is the electric field magnitude (in N/C) at (0, 83 mm, 0)? ic format correct to

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Three narrow concentric rings of radii 41 mm, 65 mm, and 95 mm are centered about the origin along the y - axis, with the axis of
symmetry of each ring oriented along the v axis. The total charge on the inner ring is 1.9 µC, that on the middle ring is -1.3 uC, and
that on the outer ring is 1.1 µC. What is the electric field magnitude (in N/C) at (0, 83 mm, 0)?
Type in your answer in scientific format correct to one decimal place. Use a period for the decimal point. Do not use a comma.
Scientific format is written as for eg. 1.2*10^8 to represent 1.2 × 10° Do NOT include units in your answer.
Hint: You may assume that the electric field at a point y on the y-axis from a ring centered about the y-axis is given by
E (y) = k-Qu
(R2+y?)ž
where Ris the radius of the ring and Q is the total charge on the ring in Coulombs.
Type your answer...
Transcribed Image Text:Three narrow concentric rings of radii 41 mm, 65 mm, and 95 mm are centered about the origin along the y - axis, with the axis of symmetry of each ring oriented along the v axis. The total charge on the inner ring is 1.9 µC, that on the middle ring is -1.3 uC, and that on the outer ring is 1.1 µC. What is the electric field magnitude (in N/C) at (0, 83 mm, 0)? Type in your answer in scientific format correct to one decimal place. Use a period for the decimal point. Do not use a comma. Scientific format is written as for eg. 1.2*10^8 to represent 1.2 × 10° Do NOT include units in your answer. Hint: You may assume that the electric field at a point y on the y-axis from a ring centered about the y-axis is given by E (y) = k-Qu (R2+y?)ž where Ris the radius of the ring and Q is the total charge on the ring in Coulombs. Type your answer...
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