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The figure shows a cross-section of a solid, infinitely long, ELECTROSTATIC CONDUCTING CYLINDER of radius R. The cylinder has uniform line charge density A equal to its charge per unit length extending in the direction perpendicular to the page. The cross sections of two Gaussian cylinders are depicted as the dashed circles: one of radius a the other of radius b. Let both Gaussian cylinders be of finite length L extending along the direction perpendicular to the page. What is the magnitude of the electric field a distance b from the center of the charged, electrostatic conducting cylinder?

The figure shows a cross-section of a solid, infinitely long, ELECTROSTATIC CONDUCTING CYLINDER of radius R. The cylinder has uniform line charge density A equal to its charge per unit length extending in the direction perpendicular to the page. The cross sections of two Gaussian cylinders are depicted as the dashed circles: one of radius a the other of radius b. Let both Gaussian cylinders be of finite length L extending along the direction perpendicular to the page. What is the magnitude of the electric field a distance b from the center of the charged, electrostatic conducting cylinder?

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Part 2 after is what is the magnitude of the electric field a distance a from the center of the charged electrostatic conducting cylinder

3 The figure shows a cross-section of a solid, infinitely long, ELECTROSTATIC CONDUCTING CYLINDER of radius R. The cylinder has uniform line charge density A equal to its charge per unit length extending in the direction perpendicular to the page. The cross sections of two Gaussian cylinders are depicted as the dashed circles: one of radius a the other of radius b. Let both Gaussian cylinders be of finite length L extending along the direction perpendicular to the page. What is the magnitude of the electric field a distance b from the center of the charged, electrostatic conducting cylinder? 02k ²4/7 00 ○ Giy 2k O k AR 1 1 I R b
Transcribed Image Text:3 The figure shows a cross-section of a solid, infinitely long, ELECTROSTATIC CONDUCTING CYLINDER of radius R. The cylinder has uniform line charge density A equal to its charge per unit length extending in the direction perpendicular to the page. The cross sections of two Gaussian cylinders are depicted as the dashed circles: one of radius a the other of radius b. Let both Gaussian cylinders be of finite length L extending along the direction perpendicular to the page. What is the magnitude of the electric field a distance b from the center of the charged, electrostatic conducting cylinder? 02k ²4/7 00 ○ Giy 2k O k AR 1 1 I R b
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