Question -9 A hollow spherical charge distribution has an inner radius a and outer radius b. Volume charge density is a
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Question -9 A hollow spherical charge distribution has an inner radius a and outer radius b. Volume charge density is a
Question -9 A hollow spherical charge distribution has an inner radius a and outer radius b. Volume charge density is a function of the radial distance from the center r: p= A/r², where A is a positive constant. 5. Find the electric field in the region r> b. A (62-a²) (c) In (b/a) (e) (6²-0²) 6cord 6cora (62-2²) (d) 20or² 3cor 6. Find the electric field in the region a <r<b. A A (a) Zor In (r/a) (b) or (r²-0²) (c) cors (r²-2²) (d) or (²-²)(-a) 7. Find the potential at r= b. (b) (6²-a²) (c) 24 In (b/a) In (b/a) (d) (6²-a²) (e) col 6c0b3 6c0b 3cob 8. What is the potential at the center of the charge distribution, if b= 2a? A A In 2 (a) In 3 (b)(1+20) (c)(1+In 2) (d) -(1+20) 600 360 co 9. Find the energy stored in the electric field of this charge distribution, if b= 2a. 4 A²a 2mA²a 4m A²a (a) In 2 (b) 4A²a 360 (c) (d) 2n A²a (1+In 2); 360 co 360 Co (1-In 2)
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