Home
Class 12
PHYSICS
[" Example "23.7" An electron beam has a...

[" Example "23.7" An electron beam has an aperture of "1.0mm^(2)." A total of "],[6.0times10^(" is ")" electrons go through any perpendicular cross-section per second."],[" (a) the current and (b) the current density in the beam."]

Promotional Banner

Similar Questions

Explore conceptually related problems

An electron beam has an aperture 1.0 mm^(2) . A total of 6.0xx10^(16) electrons go through any perpendicular cross section per second. Find(a) the current and (b) the current density in the beam.

An electron beam has an aperture of 1.0 mm^(2) . A total of 6xx10^(16) electrons flow through any perpendicular cross-section per second. Calculate (i) the current (ii) the current density in the electron beam.

An electorn beam has an aperture 1.0 mm^(2) . A totak of 6.0xx10^(16) electons go through any perpendicular cross section per second. Find(a) the current and (b) the current density in the beam.

An electorn beam has an aperture 1.0 mm^(2) . A totak of 6.0xx10^(16) electons go through any perpendicular cross section per second. Find(a) the current and (b) the current density in the beam.

An electron beam has a aperture of 1.0mm^2 . A total of 6.0xx10^16 electrons go throgh any perpendicular cross section per second.Find a. the current and b. the current density in the beam.

An electron beam has an aperture 2 mm^2 . A total of 5 xx 10^18 electrons go through any perpendicular cross-section per second. Find (a) the current and (b) the current density in the beam.

An electron beam has an aperture of 2mm^(2) . A total of 7xx10^(16) electrons flow through any perpendicular cross-section per second. Calculate the current density in the electron beam.

An electron beam has an aperture of 2mm^(2) . A total of 7xx10^(16) electrons flow through any perpendicular cross-section per second. Calculate the current density in the electron beam.

A total of 6.0 xx 10^(16) electrons pass through any cross - section of a conducting wire per second. Find the current.

A total of 6.0xx10^(16) electrons pass through any cross - section of a conducting wire per second. Find the current.