1.

Explain linear charge density. Write it’s unit.

Answer»

Linear charge density: When the charge density is along a line, then the quantity of charge per unit length is called linear charge density and it is represented by λ.
λ = \(\frac{q}{l}\), where q is charge uniformly distributed on length l.
Unit of λ = Cm-1
Example: If q charge is uniformly distributed on a ring of radius R, then the linear charge density of ring will be \(\frac{q}{2 \pi R}\)



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