Use the cylinder's surface area and it is intuitive to say that the electric flux is zero everywhere except the cross section-area. K l 4. Problem Solving Part ( )- Gauss's Law (a) Find the electric field of a long wire that extends from negative infinity to positive infinity with radius s and length 7. Use the length / and radius s as the dimension of your Gaussian surface. Hint: Use the surface area of a cylinder. (b) Sketch the wire with its Gaussian surface. 1 E 4π€o xVx2 + a?
Use the cylinder's surface area and it is intuitive to say that the electric flux is zero everywhere except the cross section-area. K l 4. Problem Solving Part ( )- Gauss's Law (a) Find the electric field of a long wire that extends from negative infinity to positive infinity with radius s and length 7. Use the length / and radius s as the dimension of your Gaussian surface. Hint: Use the surface area of a cylinder. (b) Sketch the wire with its Gaussian surface. 1 E 4π€o xVx2 + a?
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Transcribed Image Text:Use the cylinder's surface area and it is intuitive to say that the electric flux is zero everywhere except
the cross section-area.
l
4. Problem Solving Part (
)- Gauss's Law
(a) Find the electric field of a long wire that extends from negative infinity to positive infinity with
radius s and length 7. Use the length 7 and radius s as the dimension of your Gaussian surface. Hint: Use
the surface area of a cylinder. (b) Sketch the wire with its Gaussian surface.
1
E =
4πFoxVx2 + a
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