'Plane curve' presentation slideshows

Three-dimensional shapes

Three-dimensional shapes. Hyperboloid of one sheet. In the real world. Paraboloid. In the real world. What 3D shape is this?. Ruled surface around a prolate cycloid. Description. Ruled surface constructed around a prolate cycloid , plane curve parameterized by:

1.36k views • 100 slides

VECTORS AND THE GEOMETRY OF SPACE

12. VECTORS AND THE GEOMETRY OF SPACE. VECTORS AND THE GEOMETRY OF SPACE. We have already looked at two special types of surfaces: Planes (Section 12.5) Spheres (Section 12.1) . VECTORS AND THE GEOMETRY OF SPACE. Here, we investigate two other types of surfaces: Cylinders

1.48k views • 76 slides

VECTORS AND THE GEOMETRY OF SPACE

12. VECTORS AND THE GEOMETRY OF SPACE. VECTORS AND THE GEOMETRY OF SPACE. We have already looked at two special types of surfaces: Planes (Section 12.5) Spheres (Section 12.1). VECTORS AND THE GEOMETRY OF SPACE. Here, we investigate two other types of surfaces: Cylinders

1.13k views • 76 slides

Centroids, Centre of Mass & Centres of Gravity

Centroids, Centre of Mass & Centres of Gravity. The points through which the resultant of distributed forces and the earth's gravitational attraction in a body passes.

454 views • 42 slides

QUEST Geometry Scavenger Hunt

512 views • 34 slides

QUEST Geometry Scavenger Hunt

575 views • 34 slides

Blowing Things Up, Algebraic Geometry Style

Blowing Things Up, Algebraic Geometry Style. Clendenen, Jamshidi, Kirton, Lax. Outline. Introduction Plane Curve Singularities The Process of Blowing Up Log Canonical Threshold of a Function Types of Equivalences Current and Future Projects. Introduction. What is Algebraic Geometry?

397 views • 28 slides

Plane Curves and Parametric Equations

Plane Curves and Parametric Equations. New Ways to Describe Curves (10.4). POD. Describe this curve. Is it a function?. POD. Describe this curve. A circle with center at (-2, 3), and radius 11. Is it a function? Nope. New vocabulary.

650 views • 22 slides

Curvature

Curvature. Unit Tangent. Curvature Vector. Curvature Formula. Example. Theorem. Proof of Orthogonality. Radius of Curvature and Principal Normal. Osculating Plane. Circle of Curvature. Example. Tangential and Normal Acceleration. Decomposition of Acceleration.

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Mathematics Project

Mathematics Project. Done by : HAMAD SALEM ALRAWAHI AHMAD ABDULLA ALBAK HAMAD FAHEM ALHEBSI ADBULLAH AHMED 12-06 To : Nihad Al Abdallah. Our project about :. Introduction. First what is the conic section ?

424 views • 18 slides

Chap. 14 Curves Mathematics for Computer Graphics Applications

Chap. 14 Curves Mathematics for Computer Graphics Applications. Seminar for Beginner Summer 2002 Jang Su-Mi 2002-08-07. Parametric Equations of Curve. x = x(u) y = y(u) z = z(u) x(u) = au 2 + bu + c p = p (u) p (u) = [x(u) y(u) z(u)]. Plane Curves(1).

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Section 14.3

Section 14.3. Arc Length and Curvature. ARC LENGTH. Let a space curve C be given by the parametric equations x = f ( t ) y = g ( t ) z = h ( t )

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Parametric Equations

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10.4 Parametric Equations

10.4 Parametric Equations. Parametric Equations of a Plane Curve

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Golf Range Gizmo

Golf Range Gizmo. Section 5. What Do You Think Now?. Angle? Height? Speed?. For a ball thrown straight up: Accel on way up : - 10 m/s/s Speed at top : 0 m/s Accel on way dn : + 10 m/s/s. F. None of Choices. Which diagram (if any) might represent ...

230 views • 10 slides

Section 15.3

Section 15.3. Partial Derivatives. PARTIAL DERIVATIVES. If f is a function of two variables, its partial derivatives are the functions f x and f y defined by. NOTATIONS FOR PARTIAL DERIVATIVES. If z = f ( x , y ), we write.

226 views • 10 slides

10.4 Parametric Equations

110 views • 10 slides