If 2 Bézier curves are joined at the point p3 what is necessary for C' parametric continuity?A. Both tangent vectors at p3 need to have the same magnitude and direction.B. The second derivative at p3 needs to equal 0.O C. p3 needs to be a control point for both curves.D. Both tangent vectors at p3 need to point in the same direction.

Given: 2 Bezier curves are joined at the point p3. To explain what is the necessary for C1…

If 2 Bézier curves are joined at the point p3 what is necessary for C' parametric continuity? O A. Both tangent vectors at p3 need to have the same magnitude and direction. O B. The second derivative at p3 needs to equal 0. O C. p3 needs to be a control point for both curves. D. Both tangent vectors at p3 need to point in the same direction.

If 2 Bézier curves are joined at the point p3 what is necessary for C' parametric continuity? O A. Both tangent vectors at p3 need to have the same magnitude and direction. O B. The second derivative at p3 needs to equal 0. O C. p3 needs to be a control point for both curves. D. Both tangent vectors at p3 need to point in the same direction.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter11: Topics From Analytic Geometry

Section11.4: Plane Curves And Parametric Equations

Problem 34E

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