Q/1: Find the derivative of the non-uniform B-Spline curve with (k=3, n=5) Basis Functions N2.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 78E
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0/1: Find the derivative of the non-uniform B-Spline curve with (k=3, n=5)
Basis Functions N21.
Q/2: Consider to the surface of revolution generated by a Hermit curve
defined by the four control points P. (0.0.0), P(3.1.2), P.(5,4.0) and P(4.4,3)
respectively, rotating about the X-axis. Calculate the point on the surface at
N= 0.25, 0=/4.
Q/3: Find the intersection point between the line (po(6,1). pi(11,-3)) and the
Bezier curves with control points (po(6,0), pi(7,-1), p:(10,-1)).
Transcribed Image Text:0/1: Find the derivative of the non-uniform B-Spline curve with (k=3, n=5) Basis Functions N21. Q/2: Consider to the surface of revolution generated by a Hermit curve defined by the four control points P. (0.0.0), P(3.1.2), P.(5,4.0) and P(4.4,3) respectively, rotating about the X-axis. Calculate the point on the surface at N= 0.25, 0=/4. Q/3: Find the intersection point between the line (po(6,1). pi(11,-3)) and the Bezier curves with control points (po(6,0), pi(7,-1), p:(10,-1)).
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