3- Three infinitely long, parallel cables with the radius of a have different charge densities, pi, pz and pi. Cables lies out of plane (lies on z-axis). Figure shows the cross section of the cables. They locate at the corners of a square that has a side of 8a. Calculate the Electric field vector (in terms of unit vectors) at point A created by: P = Ar" Pz Brm (a)cable-1 (b)cable-2 (c)cable-3 A P3 = Cr Take the values of A, B, C, m, n from the file, "values of A_B C_m_n_for each student.pdf"
3- Three infinitely long, parallel cables with the radius of a have different charge densities, pi, pz and pi. Cables lies out of plane (lies on z-axis). Figure shows the cross section of the cables. They locate at the corners of a square that has a side of 8a. Calculate the Electric field vector (in terms of unit vectors) at point A created by: P = Ar" Pz Brm (a)cable-1 (b)cable-2 (c)cable-3 A P3 = Cr Take the values of A, B, C, m, n from the file, "values of A_B C_m_n_for each student.pdf"
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a=4 b=3 c=6 m=5 n=2
Transcribed Image Text:3- Three infinitely long, parallel cables with the radius of a have
different charge densities, pi, pz and ps. Cables lies out of plane (lies
on z-axis). Figure shows the cross section of the cables. They locate
at the corners of a square that has a side of 8a. Calculate the Electric
field vector (in terms of unit vectors) at point A created by:
P1 = Ar"
Brm
|(a)cable-1
(b)cable-2
(c)cable-3
A
P3 = Cr
Take the values of A, B, C, m, n from the file, "values of
A_B_C_m_n_for each student.pdf"
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