A uniform line of charge with charge desity pj extends from (x, - d/2, 0) to (x, d/2, 0). Find the z-component of the E field at point (0, 0, z). -PI xd/(4 TTE, (x2+z²) (x²+z²+d?/4)\2) -PI zd/(4 TIE, (y?+z²)(x²+z²+d²/4)V²) -Pi yd/(4 TIE, (y2+z?) (x²+z²+d²/4)\2) Pi xd/(4 tTE, (x2+y?)(x²+z²+d²/4)\/2) Pi zd/(4 TTE, (x2+z?)(x²+z²+d?/4)\/2)

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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A uniform line of charge with charge desity pj extends from (x, -
d/2, 0) to (x, d/2, 0). Find the z-component of the E field at point
(0, 0, z).
-PI xd/(4 TTE, (x2+z²) (x²+z²+d?/4)\2)
-PI zd/(4 TIE, (y?+z²)(x²+z²+d²/4)V²)
-Pi yd/(4 TIE, (y2+z?) (x²+z²+d²/4)\2)
Pi xd/(4 tTE, (x2+y?)(x²+z²+d²/4)\/2)
Pi zd/(4 TTE, (x2+z?)(x²+z²+d?/4)\/2)
Transcribed Image Text:A uniform line of charge with charge desity pj extends from (x, - d/2, 0) to (x, d/2, 0). Find the z-component of the E field at point (0, 0, z). -PI xd/(4 TTE, (x2+z²) (x²+z²+d?/4)\2) -PI zd/(4 TIE, (y?+z²)(x²+z²+d²/4)V²) -Pi yd/(4 TIE, (y2+z?) (x²+z²+d²/4)\2) Pi xd/(4 tTE, (x2+y?)(x²+z²+d²/4)\/2) Pi zd/(4 TTE, (x2+z?)(x²+z²+d?/4)\/2)
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