Comment on the corrections of the following two statements based on th

1.	Comment on the corrections of the following two statements based on the given situation. Consider a line of length ‘l’ and uniform charge density λ. Assume a Gaussian surface S, a cylinder of radius R and height h. Statement 1: φ=flux through S=λHϵ0 Statement 2: \|→E\|at all the points on its curved surface=λϵ02πR
Answer» Comment on the corrections of the following two statements based on the given situation. Consider a line of length ‘l’ and uniform charge density $λ$ . Assume a Gaussian surface S, a cylinder of radius R and height h. Statement 1: $φ = f l u x t h r o u g h S = \frac{λ H}{ϵ_{0}}$ Statement 2: $\| \to E \| a t a l l t h e p o i n t s o n i t s c u r v e d s u r f a c e = \frac{λ}{ϵ_{0} 2 π R}$

Comment on the corrections of the following two statements based on the given situation. Consider a line of length ‘l’ and uniform charge density λ. Assume a Gaussian surface S, a cylinder of radius R and height h. Statement 1: φ=flux through S=λHϵ0 Statement 2: |→E|at all the points on its curved surface=λϵ02πR

Answer»

Comment on the corrections of the following two statements based on the given situation.

Consider a line of length ‘l’ and uniform charge density $λ$ . Assume a Gaussian surface S, a cylinder of radius R and height h.

Statement 1: $φ = f l u x t h r o u g h S = \frac{λ H}{ϵ_{0}}$

Statement 2: $| \to E | a t a l l t h e p o i n t s o n i t s c u r v e d s u r f a c e = \frac{λ}{ϵ_{0} 2 π R}$

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