7. A negative charge (A) repels neutral charge (B) attracts neutral charge (C) repels negative charge (D) repel positive charge. 8. If the test charge is free to move, it will always move in the direction of (A) electric field lines (B) electric field industry (C) electric potential (D) electric shock. 9. The fundamental law of electric force between two stationary charged particles is established by (A) Newton (B) Ohm (C) Hooke (D) Coulomb. 10. The field lines always emerge from (A) negative charge (B) positive charge (C) the central point of both charges (E) all of above.

College Physics
1st Edition
ISBN:9781938168000
Author:Paul Peter Urone, Roger Hinrichs
Publisher:Paul Peter Urone, Roger Hinrichs
Chapter18: Electric Charge And Electric Field
Section: Chapter Questions
Problem 14CQ: Compare and contrast the Coulomb force field and the electric field. To do this, make a list of five...
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7. A negatíve charge
(A) repels neutral charge (B) attracts neutral charge (C) repels
negative charge (D) repel positive charge.
8. If the test charge is free to move, it will always move in the
direction of
(A) electric field lines (B) electric field industry (C) electric potential
(D) electric shock.
9. The fundamental law of electric force between two stationary
charged particles is established by
(A) Newton (B) Ohm (C) Hooke (D) Coulomb.
10. The field lines always emerge from
(A) negative charge (B) positive charge (C) the central point of both
charges (E) all of above.
Transcribed Image Text:7. A negatíve charge (A) repels neutral charge (B) attracts neutral charge (C) repels negative charge (D) repel positive charge. 8. If the test charge is free to move, it will always move in the direction of (A) electric field lines (B) electric field industry (C) electric potential (D) electric shock. 9. The fundamental law of electric force between two stationary charged particles is established by (A) Newton (B) Ohm (C) Hooke (D) Coulomb. 10. The field lines always emerge from (A) negative charge (B) positive charge (C) the central point of both charges (E) all of above.
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