. Find the electric field a distance z for an infinitely long straight wire, which carries a uniform line charge λ
We know that
Electric fluxϕ=E.A\phi=E.Aϕ=E.A
∫E.A=qϵ0\int E.A=\frac{q}{\epsilon_0}∫E.A=ϵ0q
E2πrx=qϵ0E{2\pi rx}=\frac{q}{\epsilon_0}E2πrx=ϵ0q
λ=qx\lambda=\frac{q}{x}λ=xq
q=λxq=\lambda xq=λx
E=q2πrϵ0xE=\frac{q}{2\pi r \epsilon _0x}E=2πrϵ0xq
E=λx2πrxϵ0E=\frac{\lambda x}{2\pi rx\epsilon_0}E=2πrxϵ0λx
E=λ2πrϵ0E=\frac{\lambda}{2 \pi r\epsilon_0}E=2πrϵ0λ
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