A pair of identical positive point charges, of charge +Q each, are fixed at (0,a) and (0,-a), respectively. another (positive) point charge q of mass m is initially held. at rest at (a,0). take Q = 2q = 3uC, a = 1.6m, and m = 130g. a) find the electric force exerted on the point charge q. b) take V=0 at infinity, what is the electric potential due to the 2 charges Q at the location of the charge q. c) the point charge q is now let go from rest, and it flies away from the origin. calculate the speed v as it travels to infinity.

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Chapter1: Units, Trigonometry. And Vectors
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A pair of identical positive point charges,
of charge +Q each, are fixed at (0,a) and
(0,-a), respectively. another (positive)
point charge q of mass m is initially held.
at rest at (a,0). take Q = 2q = 3uC, a =
1.6m, and m = 130g.
a) find the electric force exerted on the
point charge q.
b) take V=0 at infinity, what is the electric
potential due to the 2 charges Q at the
location of the charge q.
c) the point charge q is now let go from
rest, and it flies away from the origin.
calculate the speed v as it travels to
infinity.
Transcribed Image Text:A pair of identical positive point charges, of charge +Q each, are fixed at (0,a) and (0,-a), respectively. another (positive) point charge q of mass m is initially held. at rest at (a,0). take Q = 2q = 3uC, a = 1.6m, and m = 130g. a) find the electric force exerted on the point charge q. b) take V=0 at infinity, what is the electric potential due to the 2 charges Q at the location of the charge q. c) the point charge q is now let go from rest, and it flies away from the origin. calculate the speed v as it travels to infinity.
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