a im P 53 Р a-Graph the flux through the spherical surface as a function of its motion in the t-aris of aspherical surface of radius with electric field in the medium is defined with pledo -(-pa+a) YYE U p²7223 b) verify that ] Eide so or TaE so b = c) whenemer electric field T. E calculate it. d) Draw the graph of the potential generated in the tz of the electic field. e) Apply 6 2.0 to the potentials in parted. f) Apply the divergence theorem to asuitable geometry in part a and interpret the result g) Apply, stokes theden to asuitable geometry in parte and interpret the result. h) In addition to the electric field in parta , anothere electric field is defined by : and there is adistance of at least an 1p²+2² between them plot the fluxe through the spherical Surface as a function of motion of a spherical surface of radius im in t2 anis. . LITTE galt poledo (patzea
(i) if the spherical surface in h also contains a load of po density, draw the graph of the forces aching on it depending on its position in the orthogonal axes and interpret the result. J) Draw the position work graph based on the orthogonal movement of the charged spherical surface in part i.
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