2 Definition method: If you can analyze what the trajectory is, you can list the curve equations and substitute them for solution.
3 substitution method: If the curve of point P is known, and the coordinates between point P and point Q can be
By establishing some relations, we can use the equation of p to solve q.
4 parameter method: If it is difficult to find the coordinate relationship of dispatching points, a parameter sequence can be introduced.
X=f(t), y=f(t) and then cancel the parameter.
The general steps are as follows: 1 Establish the coordinate system and set the dispatching point.
2 find the connection between the moving point and the known one.
three
Substituting the coordinates of the moving point and the known point simplifies the ballistic equation.