1. A charge density (charge per unit volume) p(x, y, z) = Po exp(-x|/L) permeates space, where po and L are constants, and |x| means the absolute value of the x coordinate. Find E(xy,2). Hint: you will need to use integration to find the amount of charge inside your Gaussian surface. Check your answer at x = 0, and as x gets large, to make sure your answer makes sense.
1. A charge density (charge per unit volume) p(x, y, z) = Po exp(-x|/L) permeates space, where po and L are constants, and |x| means the absolute value of the x coordinate. Find E(xy,2). Hint: you will need to use integration to find the amount of charge inside your Gaussian surface. Check your answer at x = 0, and as x gets large, to make sure your answer makes sense.
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P-1 Please I need help with this question needed very clearly and step-by-step explanation and NEEDED ONLY HANDWRITTEN PLEASE, will be really appreciated for your help.
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Transcribed Image Text:1. A charge density (charge per unit volume) p(x, y, z) = Po exp(-|x|/L) permeates space,
where po and L are constants, and |x| means the absolute value of the x coordinate. Find
E(x.y.z). Hint: you will need to use integration to find the amount of charge inside your
Gaussian surface. Check your answer at x = 0, and as x gets large, to make sure your
answer makes sense.
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