Work (College Board AP® Physics 1: Algebra-Based): Flashcards

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  • Define work.

    Work is the amount of energy transferred into or out of a system when an applied force displaces an object.

  • When does a force do negative work on an object?

    When the force is applied in the opposite direction to the object's motion, so the object's speed decreases.

  • Define conservative force.

    A conservative force is a force that conserves mechanical energy within a system.

  • What does it mean to say that the work done by a conservative force is path-independent?

    The work done depends only on the initial and final positions of the system, not on the path taken between them.

  • What is the work done by a conservative force when a system returns to its initial configuration?

    The work done is zero, so the change in potential energy of the system is also zero.

  • The work done by a nonconservative force depends on the .......... taken between the initial and final positions.

    The work done by a nonconservative force depends on the path taken between the initial and final positions.

  • True or False?

    Work cannot be negative because it is a scalar quantity.

    False.

    A scalar has no direction, but it can still be positive, negative or zero.

  • Name two examples of nonconservative forces.

    • Friction

    • Air resistance

    These dissipate energy to the surroundings.

  • State the equation for work done by a constant parallel force.

    W = F d

    • W = work (N·m)

    • F = applied force parallel to the displacement (N)

    • d = displacement (m)

  • State the equation for work done by a constant force at an angle.

    W = F_{\parallel} d = F d \text{cos} \theta

    • W = work (N·m)

    • F = applied force (N)

    • d = displacement (m)

    • \theta = angle between the force and the displacement (°)

  • Why does a perpendicular force do no work?

    Only the component of the force parallel to the displacement contributes to work. A perpendicular force has no parallel component (\text{cos} 90° = 0), so the object's kinetic energy does not change.

  • When a force acts at an angle between 90° and 180° to the displacement, the work done is .......... and the object's speed decreases.

    When a force acts at an angle between 90° and 180° to the displacement, the work done is negative and the object's speed decreases.

  • True or False?

    A force applied to an object always does work on it.

    False.

    If the object is not displaced, no work is done, however large the force.

  • What does the area under a force-versus-displacement graph represent?

    The work done by the force, using the component of the force parallel to the displacement.

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