A uniformly charged wire of linear charge density 'λ' coulomb/m is placed inside a cube of side length 'ℓ' such that its maximum possible length is covered by the cube. Then the flux through the cube is ϕ=n(λℓ∈0) where n is
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answer is 3.
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Detailed Solution
Maximum possible length of the wire inserted in the cube =ℓ2+ℓ2+ℓ2=3ℓr→=ℓi^+ℓj^+ℓk^ ϕ=q∈0=λ3ℓ∈0