Success in the portion of our class covering vectors and
kinematics is determined by your being able to accomplish the
tasks listed below.  The major objectives are listed by number.
The list under each major objective includes both subtopics
of that objective (usually topics which are required for a
complete understanding of that major objective) and also the
multiple representations of the task in which you are expected
to be proficient.

1. Add or subtract vectors in two dimensions.
   Geometric addition
   Addition using algebra and trigonometry
   Unit vector notation
   Magnitude and direction notation
   Rotated coordinate systems

2. Apply the definitions of velocity and acceleration to
    motion in up to two dimensions.
   Differential and integral forms of the definitions.
   Algebraic definitions of displacement, average velocity,
     average speed, and average acceleration
   Motion and Vector diagrams
   Graphs of position, velocity, and acceleration versus time.
   Equations of position, velocity, and acceleration versus time.
   Quantitative calculations for:
    Any motion in two dimensions with constant acceleration.
    Any motion in one dimension given either position, velocity,
     or acceleration versus time.
    Uniform Circular Motion 

3. Apply an understanding of vectors and kinematics to translate
    between observations in two different inertial frames of
    reference, in up to two dimensions.
   Definition of an inertial frame of reference