An infinitesimally thin, uniformly charged wire with longitudinal charge density A is given the shape of a rectangle with sides L and 2L. If the origin of coordinates is at the center of the rectangle, calculate the intensity vector of the electric field at a point on its coordinate axis (0, 5L, 0). How much will the field in the center of the rectangle be worth?

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Chapter1: Units, Trigonometry. And Vectors
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An infinitesimally thin, uniformly charged wire with
longitudinal charge density λ is given the shape of
a rectangle with sides L and 2L. If the origin of
coordinates is at the center of the rectangle,
calculate the intensity vector of the electric field at
a point on its coordinate axis (0, 5L, 0). How much
will the field in the center of the rectangle be
worth?
Transcribed Image Text:An infinitesimally thin, uniformly charged wire with longitudinal charge density λ is given the shape of a rectangle with sides L and 2L. If the origin of coordinates is at the center of the rectangle, calculate the intensity vector of the electric field at a point on its coordinate axis (0, 5L, 0). How much will the field in the center of the rectangle be worth?
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