'Concurrent lines' presentation slideshows

Projective Geometry and Camera model Class 2

Projective Geometry and Camera model Class 2. points, lines, planes conics and quadrics transformations camera model Read tutorial chapter 2 and 3.1 http://www.cs.unc.edu/~marc/tutorial/ Chapter 1, 2 and 5 in Hartley and Zisserman. Homogeneous coordinates. but only 2DOF.

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5-3 Concurrent Lines, Medians, Altitudes

5-3 Concurrent Lines, Medians, Altitudes. When two lines intersect at one point, we say that the lines are intersecting . The point at which they intersect is the point of intersection . (nothing new right?). Well, if three or more lines intersect, we say that the lines

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Warm-Up : EOC Prep

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Warm-Up

Warm-Up. What are concurrent lines? What is a point of concurrency? What is a circumcenter and what does it tell us? What is an incenter and what does it tell us? How can we use the circumcenter or incenter in the real world?. Geometry.

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Objectives: Identify properties of perpendicular and angle bisectors

Section 5-3 Concurrent Lines, Medians, Altitudes SPI 32J: identify the appropriate segment of a triangle given a diagram and vs (median, altitude, angle and perpendicular bisector). Objectives:

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Bisectors, Medians, Altitudes

The greatest mistake you can make in life is to be continually fearing you will make one. -- Elbert Hubbard. Bisectors, Medians, Altitudes. Chapter 5 Section 1 Learning Goal: Understand and Draw the concurrent points of a Triangle. Points of Concurrency.

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Concurrent Lines, Medians & Altitudes

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Sec 5-2 and Sec 5-3 Bisectors of Triangles and Medians & Altitudes

Sec 5-2 and Sec 5-3 Bisectors of Triangles and Medians & Altitudes. Concurrency. Point of concurrency. Concurrent Lines (or ray or segments): Three or more lines (or rays or segments ) that intersect in the same point

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Lesson 14.3 The Concurrence Theorems

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The Circumcenter

The Circumcenter. Concurrent. What three or more lines are when they intersect at one point. The three lines shown to the left are concurrent. Point of Concurrency. The point where three or more concurrent lines intersect. The yellow dot is the point of concurrency.

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Section 6.6 Concurrence of Lines

Section 6.6 Concurrence of Lines. A number of lines are concurrent if they have exactly one point in common. m, n and p are concurrent. ?A. m. n. p. Concurrent lines in Triangles. Theorem 6.6.1: The three angle bisectors of the angles of a triangle are concurrent.

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1. 2. 3 . 4.

Acc Math 1 2/27/12 Get a compass and protractor Warm-up: Identify the segments illustrated below. 1. 2. 3 . 4. . With a partner . Draw a large triangle on a piece of notebook paper Choose one of these constructions Angle bisectors Perpendicular segment bisectors

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