2. Give parametric equations x(t), y(t), and bounds for
t that produce a unit circle (centered at the origin) beginning
at (1,0).
 
 
 
3. Plot the vector field F(x,y) = i + j for the points (0,0), (2,0), (0,2), and (-3,-2).
 
 
 
2. Give parametric equations x(t), y(t), and bounds for
t that produce an arc of a circle (centered at the origin) of radius
a beginning at (0,a) and continuing counterclockwise through
n quadrants.
 
3. Plot the vector field F(x,y) = yi - xj for one point
on each of the positive and negative x and y axes, and for one point in
each of the four quadrants.