Question: Here we are given 10 control points and a knot vector T={tO, t1, t2, t3, 4, 5}. According to these data we can either define

Here we are given 10 control points and a knot vector T={tO, t1, t2, t3, 4, 5}. According to these data we can either define a Bezier curve or a Bspline curve. For a Bezier curve, what is the highest degree of its Bernstein polynomial blending function? And for a Bspline curve, what is the highest order of its blending functions can be defined

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