Chapter 22: Problem 12
Why is it a bad idea to stand under a tree in a thunderstorm? What should one do instead to avoid getting struck by lightning?
Chapter 22: Problem 12
Why is it a bad idea to stand under a tree in a thunderstorm? What should one do instead to avoid getting struck by lightning?
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Get started for freeA uniform sphere has a radius \(R\) and a total charge \(+Q,\) uniformly distributed throughout its volume. It is surrounded by a thick spherical shell carrying a total charge \(-Q,\) also uniformly distributed, and having an outer radius of \(2 R\). What is the electric field as a function of \(R ?\)
Why do electric field lines never cross?
A solid nonconducting sphere has a volume charge distribution given by
\(\rho(r)=(\beta / r) \sin (\pi r / 2 R) .\) Find the total charge contained in
the spherical volume and the electric field in the regions \(r
A solid, nonconducting sphere of radius \(a\) has total charge \(Q\) and a uniform charge distribution. Using Gauss's Law, determine the electric field (as a vector) in the regions \(ra\) in terms of \(Q\).
Consider an electric dipole on the \(x\) -axis and centered at the origin. At a distance \(h\) along the positive \(x\) -axis, the magnitude of electric field due to the electric dipole is given by \(k(2 q d) / h^{3} .\) Find a distance perpendicular to the \(x\) axis and measured from the origin at which the magnitude of the electric field stays the same.
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