IS 4th

Cards (26)

  • What are the conditions for work to be done?

    There must be force, displacement, and the displacement must be parallel to the force
  • Is there force being done? A waiter carrying a loaded tray in his steady arm across a room at a constant speed
    No, because the force is acting upwards on the tray and the displacement is not parallel
  • What is a Joule
    Measurement for work and energy, Newton Meters (Nm)
  • Can work be positive, negative, or 0?

    Yes: its + when force is in the same direction as the displacement, its - when force is in the opposite direction as the displacement and the frictional force is opposite, and it is 0 when force is perpendicular to the displacement
  • Why is work scalar?

    Work is scalar because it only has magnitude and no direction, and is a dot product of two vectors
  • What is the equation for work?

    W = Fd
  • What is the equation for work when there is an angle?

    W = Fd cos
  • 1 Horsepower =
    746 Watts
  • What is power?

    The rate of doing work (Fd)
  • The equation for power is

    P = W/t
  • What is the relationship between P and t?
    Inversely proportional: one goes up, other goes down
  • What is a watt?
    Measurement for power, J/s : joules per second
  • What kind of quantity is power
    Scalar
  • What is energy
    Its the ability and physical quantity that allows us to do work
  • 2 forms of mechanical energy

    KE, PE: GPE & EPE
  • Formula for KE:
    mv2/2mv^2/2
  • Formula for GPE:
    mgh
  • Formula for EPE:

    kx2/2kx^2/2k = spring constant (N/m) & x = displacement
  • What is the work-energy theorem

    It states that when work is done, energy is transferred
  • What is the relationship of KE and speed

    When speed is doubled, KE quadruples. Since the equation (mv^2/2) implies it takes four times the work to double the speed.
  • Relationship of GPE to h and m
    GPE increases as height and mass increase
  • What is the formula for the work-energy theorem
    mv2f/2mv2i/2mv^2f/2 - mv^2i/2
  • Law of Conservation of Mechanical Energy
    Energy can neither be created or destroyed, but can only be converted
  • Formula for the total energy of an object
    ME = KE + PE
  • Dissipative forces
    non-conservative forces that do work, such as kinetic friction and air drag
  • Formula for Conservation of ME
    MEi = MEf or KEi + PEi = KEf + PEf