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Forces
FORCE
   An action exerted on an object which
    may change the object’s state of rest,
    its shape or motion is called force.
 The SI unit of force is the Newton and
  it is denoted by N.
 1 N = 1 kg.1 m/s2
Forces can act through
contact or at a distance
 If you pull on a spring, the spring
  stretches. If you pull on a wagon, the
  wagon moves. When a football is
  caught, its motion is stopped. These
  pushes and pulls are examples of
  contact forces.
 Another class of force is called field
  force that does not involve physical
  contact between two objects.
Force is a vector

   Because the effect of a force depends
    on both magnitude and direction, force
    is a vector quantity.
Net Force
   If more than one force acts
    simultaneously on the same object, net
    force is the one that determines motion
    of the object.
Free-body diagram
 A free-body diagram is used to
  analyze only the forces affecting the
  motion of a single object.
 Free-body diagrams are constructed
  and analyzed just like other vector
  diagrams.

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Force high school

  • 2. FORCE  An action exerted on an object which may change the object’s state of rest, its shape or motion is called force.
  • 3.  The SI unit of force is the Newton and it is denoted by N.  1 N = 1 kg.1 m/s2
  • 4. Forces can act through contact or at a distance  If you pull on a spring, the spring stretches. If you pull on a wagon, the wagon moves. When a football is caught, its motion is stopped. These pushes and pulls are examples of contact forces.  Another class of force is called field force that does not involve physical contact between two objects.
  • 5. Force is a vector  Because the effect of a force depends on both magnitude and direction, force is a vector quantity.
  • 6. Net Force  If more than one force acts simultaneously on the same object, net force is the one that determines motion of the object.
  • 7. Free-body diagram  A free-body diagram is used to analyze only the forces affecting the motion of a single object.  Free-body diagrams are constructed and analyzed just like other vector diagrams.