Which approach adds the point to the cubic bezier curve and connects it?
A. Connect to bezier ()
B. bezierCurveTo ()
C. Connectbezier()
D. bezier ()
Answer:B
Which approach adds the point to the cubic bezier curve and connects it?
A. Connect to bezier () B. bezierCurveTo () C. Connectbezier() D. bezier ()
Explanation: There are three points in a cubic Bezier curve. The first two points are control points for the cubic Bézier computation, while the third point is the curve's termination point. This method inserts a new point P into the subpath and uses a cubic Bezier curve to connect it to the current point.