Equipotential surfaces and electric field lines 1- Give the result of the procedure to the graph and then draw the equipotential and electric field lines. Questions 1- If the magnitudes of the charges of an electric dipole increase, how the distances between equipotential surfaces would change? 2- Two positive charges are located close to each other and q; - 2q. Draw the field lines of the set. 3- Two similar positive charges are located close to each other (like a dipole), sketch the equipotential surfaces for the set.

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Chapter1: Units, Trigonometry. And Vectors
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Equipotential surfaces and electric field lines
1- Give the result of the procedure to the graph and then draw the equipotential and electric field lines.
Questions
1- If the magnitudes of the charges of an electric dipole increase, how the distances between equipotential
surfaces would change?
2- Two positive charges are located close to each other and q2 = 2q1. Draw the field lines of the set.
3- Two similar positive charges are located close to each other (like a dipole), sketch the equipotential
surfaces for the set.
4- Is it possible the potential at a point be zero while the electric field at that point is not zero? Take a
physical example.
5- Is it possible the electric field at a point be zero whereas the potential is not zero over there? Give a
physical example.
Transcribed Image Text:Equipotential surfaces and electric field lines 1- Give the result of the procedure to the graph and then draw the equipotential and electric field lines. Questions 1- If the magnitudes of the charges of an electric dipole increase, how the distances between equipotential surfaces would change? 2- Two positive charges are located close to each other and q2 = 2q1. Draw the field lines of the set. 3- Two similar positive charges are located close to each other (like a dipole), sketch the equipotential surfaces for the set. 4- Is it possible the potential at a point be zero while the electric field at that point is not zero? Take a physical example. 5- Is it possible the electric field at a point be zero whereas the potential is not zero over there? Give a physical example.
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