Let D= y2z³ ax+ 2xyz® a,+ 3xy²2azpC/m² in free space. (a)Find the total electric flux passing through the surface x= 3, 0
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- (a) Use Gauss's Law to find the electric field inside a uniformly charged sphere of radius R and charge density p. (b) Two spheres, each of radius R and carrying uniform charge densities +p and −p, respectively, are placed so that they partially overlap. Call the vector from the positive center to the negative center d. Show that the field in the region of overlap is constant, and find its value. +Q874yz In free space, if D = ax +8 ax+ 8xyz ay+ 16 x²y* az pc/m² find Er fo a) E at p(2,-1,3) Q b) The total electric flux through rectangular surface y=2, 03,1 4 in the ay direction c) By using Gauss's law,find the total charge in asphere at p(2, -1, 3) having volume of 10-12m³ Day ba AV dy 82 5.02541023 500 Pom