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Bounded-Degree Polyhedronization of Point Sets

Bounded-Degree Polyhedronization of Point Sets

Bounded-Degree Polyhedronization of Point Sets. Andrew Winslow with Gill Barequet , Nadia Benbernou , David Charlton, Erik Demaine , Martin Demaine , Mashhood Ishaque , Anna Lubiw , Andre Schulz, Diane Souvaine , and Godfried Toussaint. The Problem.

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352 views • 24 slides
Rotations

Rotations

Rotations . Two more days until the Unit Test!!!. Take out your homework from last night. Take out a piece of graph paper. Title it 12.3: Rotations. 12.3: Rotations. Learning Objective: SWBAT identify and draw rotations. . Rotation. Rotation

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451 views • 23 slides
Section 4.2 Network Flows

Section 4.2 Network Flows

Section 4.2 Network Flows. By Christina Touhey. Recall from last class. The flow out of a equals the flow into z . Algorithm Make vertex a : (0, ). Scan the first vertex and check each incoming and outgoing edge and label if they are unlabeled.

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188 views • 11 slides
Geometry

Geometry

Lesson 1-4 Angle Measure Mr. Elliott. Geometry. Objectives. TLW measure and classify angles TLW identify and use congruent angles and the bisector of an angle. Exploring Angles. Ray : part of a line that has one endpoint and extends indefinitely in one direction. B. Ray AB. A.

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230 views • 10 slides
Topological Sort

Topological Sort

Topological Sort. Introduction. Definition of Topological Sort. Topological Sort is Not Unique. Topological Sort Algorithm. An Example. Implementation. Review Questions. Introduction. There are many problems involving a set of tasks in which some of the tasks must be done before others.

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484 views • 9 slides
Rotations

Rotations

Rotations. A rotation. turns all points of a figure around a point called the center of rotation the angle of rotation tells us the number of degrees through which points rotate around the center of rotation. Properties of rotations.

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239 views • 5 slides
CONIC SECTIONS

CONIC SECTIONS

CONIC SECTIONS. PARABOLA. LATUS RECTUM. TANGENT AT VERTEX. P(at 2 , 2at. DIRECTRIX. M. DOUBLE ORDINATE. FOCUS. VERTEX. S. PARABOLA. The circle with focal segment as diameter touches the tangent at vertex at (0,at)

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194 views • 4 slides

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