An electric field is = sign(x)·(370 N/C), where sign(x) equals −1 if x < 0, 0 if x = 0, and +1 if x > 0. A cylinder of length L = 24 cm and radius R = 3.6 cm has its center at the origin and its axis along the x axis such that one end is at x= +12 cm and the other is at x = -12 cm. (a) What is the flux through each end? N · m2/C (+x end) N · m2/C (-x end) (b) What is the flux through the curved surface of the cylinder? N · m2/C (c) What is the net outward flux through the entire cylindrical surface? N · m2/C (d) What is the net charge inside the cylinder? C

An electric field is = sign(x)·(370 N/C), where sign(x) equals −1 if x < 0, 0 if x = 0, and +1 if x > 0. A cylinder of length L = 24 cm and radius R = 3.6 cm has its center at the origin and its axis along the x axis such that one end is at x= +12 cm and the other is at x = -12 cm. (a) What is the flux through each end? N · m2/C (+x end) N · m2/C (-x end) (b) What is the flux through the curved surface of the cylinder? N · m2/C (c) What is the net outward flux through the entire cylindrical surface? N · m2/C (d) What is the net charge inside the cylinder? C

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Question

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(a) What is the flux through each end?
N · m²/C (+x end)
N · m²/C (-x end)

(b) What is the flux through the curved surface of the cylinder?
N · m²/C

(c) What is the net outward flux through the entire cylindrical surface?
N · m²/C

(d) What is the net charge inside the cylinder?
C

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