Figure 1: In all the problems below ř is a vector pointing from the origin of coordinate system toward the field point. 1. Consider an atom consisting of two electrons, cach of charge -e embedded in a sphere of uniform charge density of total charge +2e and radius R. In equilibrium, cach electron is a distance d from the center of the atom. Find the distance in terms of the other properties of the atom. The force on one of the electrons set equal to zero gives: 1a R3 F = e[- 3c0 If =0 d= R/2 (True, False) 4xco(2d)2

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Chapter1: Units, Trigonometry. And Vectors
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Figure 1:
In all the problems below ř is a vector pointing from the origin of coordinate system toward the field point.
1. Consider an atom consisting of two electrons, cach of charge -e embedded in a sphere of uniform charge density of total charge +2e and
radius R. In equilibrium, cach electron is a distance d from the center of the atom. Find the distance in terms of the other properties of the atom.
The force on one of the electrons set equal to zero gives:
1a R3
F = e[-
3c0
If =0 d= R/2
(True, False)
4xco(2d)2
Transcribed Image Text:Figure 1: In all the problems below ř is a vector pointing from the origin of coordinate system toward the field point. 1. Consider an atom consisting of two electrons, cach of charge -e embedded in a sphere of uniform charge density of total charge +2e and radius R. In equilibrium, cach electron is a distance d from the center of the atom. Find the distance in terms of the other properties of the atom. The force on one of the electrons set equal to zero gives: 1a R3 F = e[- 3c0 If =0 d= R/2 (True, False) 4xco(2d)2
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