Consider a thin conducting spherical shell of radius R = 2 m with a surface charge density of ? = 5 nC/m2. Its center is located at the origin. A point charge ? = 345 nC is also located at the origin inside the shell. Calculate the electric field at the coordinate points (a) (1, 0) m, (b) (2, 0) m, and (c) (3, 0) m. Note: Review the surface area of a sphere.

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Q: 9.

A: Given that: a=3.00 cm=0.030 mb=2.00a=0.060 mc=2.40a=0.072 mq1=+5.10 fC=+5.10×10-15 Cq2=-q1=-5.10…

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Electric Charges and Fields

One of the fundamental properties is the electromagnetic property. Charge cannot be destroyed by any process and this contributes formally to the law of charge conservation.