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Electric Field of a Non-Uniform Line Charge

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An infinite line of charge is located on the x-axis and has a linear charge density given by λ(x)=λ0∣x∣\lambda(x) = \lambda_0 |x|, where λ0\lambda_0 is a constant. What is the magnitude of the electric field at the point (0,d)(0, d)?

A

E=(λ0d)/(2πε0)E = (\lambda_0 d)/(2\pi\varepsilon_0)

B

E=0E = 0

C

E=(λ0)/(2πε0)E = (\lambda_0)/(2\pi\varepsilon_0)

D

E=(λ0ln⁡∣d∣)/(2πε0)E = (\lambda_0 \ln|d|)/(2\pi\varepsilon_0)

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