MOTIVATING  GEOMETRY THROUGH
COMPUTATION  AND  VISUALIZATION

funded by NSF-CCLI grant DUE-0126687

Principal Investigator
David L. Finn
Associate Professor of Mathematics
Rose-Hulman Institute of Technology
Finn's Page | CCLI Info | Applets | Materials | Course Notes | Publications
Best Fit Bezier Curve Applet
DIRECTIONS:   In this applet, you place points and the applet then constructs a Bezier curve that passes near these points by using least squares to find the control points of a Bezier curve assuming uniform spacing for the parameter values. The applet starts with a cubic curve, which you can alter by changing the order of the curve. Recall: uniform spacing means that given n+1 points {p0, p1, ..., pn}, the parameter value for pi is then t=i/n. You can alter the parameter t value by using the parameter slider or entering the parameter value.