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Electrostatics

Physics · 50 practice questions

Existence of positive and negative charges; charging a body by friction, contact and induction; the electroscope; Coulomb's inverse square law; electric field and potential, electric field intensity and potential difference; electric discharge and lightning.

  • Identify charges and examine uses of an electroscope.
  • Apply Coulomb's square law to solve electrostatics problems.
  • Deduce expressions for electric field intensity and potential difference.
  • Analyse charge distribution on a conductor and its use in lightning conductors.

Try a few questions

  1. Practice question 1

    Charge tends to concentrate at

    • A.flat, broad regions of a charged conductor
    • B.exactly the geometric centre of a charged conductor
    • C.regions of a conductor that are completely uncharged
    • D.sharply pointed regions of a charged conductor
    Show the answer

    D. sharply pointed regions of a charged conductor

    This concentration of charge at sharp points is exactly the principle exploited in lightning conductor design.

  2. Practice question 2

    Coulomb's law states that the force between two point charges is directly proportional to the product of their magnitudes and inversely proportional to

    • A.the square of the distance between them
    • B.the distance between them directly, without squaring
    • C.the sum of their magnitudes
    • D.the product of their masses
    Show the answer

    A. the square of the distance between them

    This inverse square relationship with distance is a defining feature of Coulomb's law.

  3. Practice question 3

    Electric potential is best described as a scalar quantity, while electric field intensity is best described as a

    • A.scalar quantity, identical in nature to electric potential
    • B.vector quantity
    • C.quantity with no defined magnitude or direction
    • D.unit rather than a physical quantity
    Show the answer

    B. vector quantity

    Potential has magnitude only, while field intensity specifically has both magnitude and direction.

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