A Gaussian cylinder contains a uniformly charged rod with a length of e = 4.0cm. If the flux leaving the Gaussian cylinder is 1.2 × 10° Nm²/C, what is the linear charge density of the rod? Ολ 10.6 μC/cm Ολ-10.6 μC/cm | Ολ2.66 μC/cm Ολ- 0.85 μC/cm Ολ338 μC/cm
A Gaussian cylinder contains a uniformly charged rod with a length of e = 4.0cm. If the flux leaving the Gaussian cylinder is 1.2 × 10° Nm²/C, what is the linear charge density of the rod? Ολ 10.6 μC/cm Ολ-10.6 μC/cm | Ολ2.66 μC/cm Ολ- 0.85 μC/cm Ολ338 μC/cm
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Transcribed Image Text:A Gaussian cylinder contains a uniformly charged rod with a length of
e = 4.0cm. If the flux leaving the Gaussian cylinder is 1.2 x 10° Nm²/C,
what is the linear charge density of the rod?
Ολ- 10.6 μC/cm
O 2 = –10.6 µC/cm
Ολ2.66 μC/cm
O 2 = 0.85 µC/cm
Ολ3.38 μC/cm
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