1)A rod of length(, located along the y-axis has a total charge Q and a uniform linear charge density (. Find the electric potential at a point located on the x-axis a distance x from the origin.
x−axisdistancel=xCharge=Qλ=qlx-axis distance\\l=x\\Charge=Q\\\lambda=\frac{q}{l}x−axisdistancel=xCharge=Qλ=lq
Electric potential
V=kqr=k×λlxV=\frac{kq}{r}=\frac{k\times\lambda l}{x}V=rkq=xk×λl Where l=x
V=kλxxV=\frac{k\lambda x}{x}V=xkλx
V=kλ\lambdaλ
V=14πϵ0λV=\frac{1}{4\pi\epsilon_0}\lambdaV=4πϵ01λ
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