Problem 4 (Stokes Theorem): 24 14 z=3 Es ds VXA-ds= E-kr²za+ Jc A-d (3.1) (3.2) Verify Stokes theorem given in equation 3.1 using the electric field described in equation 3.2. Show that both sides are equal for a segment of a cylindrical surface shown in the figure

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Problem 4 (Stokes Theorem):
38
3
25
2
18.
45
z=3
ds
XA-ds- A-d
Vx
E-kr²za+
=
(3.1)
(3.2)
Verify Stokes theorem given in equation 3.1 using the electric field described in equation 3.2. Show
that both sides are equal for a segment of a cylindrical surface shown in the figure
Transcribed Image Text:Problem 4 (Stokes Theorem): 38 3 25 2 18. 45 z=3 ds XA-ds- A-d Vx E-kr²za+ = (3.1) (3.2) Verify Stokes theorem given in equation 3.1 using the electric field described in equation 3.2. Show that both sides are equal for a segment of a cylindrical surface shown in the figure
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