7. A very long line of charge, with uniform positive charge per unit length l, is held fixed b) If the positive point charge Q is suddenly released, it will accelerate away from the line charge. Will the acceleration be constant? in place. Located a distance D from the line charge, and also fixed in place, is a point mass m with positive charge Q. c) How fast will the point charge be going by the time it has reached a distance 5D from the line charge? * a) Use Gauss's Law to calculate the strength of the electric field created by the line charge, at any distance r from the line charge.

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7. A very long line of charge, with uniform
positive charge per unit length e, is held fixed
in place. Located a distance D from the line
charge, and also fixed in place, is a point mass
m with positive charge Q.
b) If the positive point charge Q is suddenly
released, it will accelerate away from the line
charge. Will the acceleration be constant?
c) How fast will the point charge be going by the
time it has reached a distance 5D from the
line charge? *
a) Use Gauss's Law to calculate the strength of
the electric field created by the line charge, at
any distance r from the line charge.
Transcribed Image Text:7. A very long line of charge, with uniform positive charge per unit length e, is held fixed in place. Located a distance D from the line charge, and also fixed in place, is a point mass m with positive charge Q. b) If the positive point charge Q is suddenly released, it will accelerate away from the line charge. Will the acceleration be constant? c) How fast will the point charge be going by the time it has reached a distance 5D from the line charge? * a) Use Gauss's Law to calculate the strength of the electric field created by the line charge, at any distance r from the line charge.
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