'Equilateral triangle' diaporamas de présentation

Moody Mathematics

Moody Mathematics Sums of Interior Angles Moody Mathematics Interior Angles Moody Mathematics Exterior Angles Moody Mathematics Symmetry Moody Mathematics Polygon Potpouri Moody Mathematics "Shape" Up Moody Mathematics Sums of Interior Angles Interior Angles Exterior

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Special Right Triangles

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Special Right Triangles

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Mathematical Ideas that Shaped the World

Mathematical Ideas that Shaped the World. Symmetry. Plan for this class . To learn about the tragic lives of Niels Abel and Evariste Galois What is symmetry? How do mathematicians think about symmetry? What has a dodecahedron got to do with finding solutions of equations?

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Some Fractals and Fractal Dimensions

Some Fractals and Fractal Dimensions. The Cantor set: we take a line segment, and remove the middle third. For each remaining piece, we again remove the middle third, and continue indefinitely.

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Target Mindy scored exactly 100 on this dart board.

Target Mindy scored exactly 100 on this dart board. How many darts did she throw, and where did they land?. Target Answer. Mindy shot 6 darts. She hit the 16, 2 times and hit the 17, 4 times. 16 x 2 = 32 17 x 4 = 68 32 + 68 = 100. Triangles. Lesson 10-4. Triangle.

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IDENTIFYING TRIANGLES

IDENTIFYING TRIANGLES. They are everywhere . IDENTIFY TRIANGLES. By sides By angles. Isosceles Triangle. At least two sides are congruent. Equilateral Triangle. All sides are congruent. Scalene Triangle. No sides are congruent. Equiangular Triangle. All angles are congruent.

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Target Mindy scored exactly 100 on this dart board.

Target Mindy scored exactly 100 on this dart board. How many darts did she throw, and where did they land?. Target Answer. Mindy shot 6 darts. She hit the 16, 2 times and hit the 17, 4 times. 16 x 2 = 32 17 x 4 = 68 32 + 68 = 100. Triangles. Lesson 10-4. Triangle.

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Who Wants to be a Millionaire

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Area of Polygons

Area of Polygons. By Sara Gregurash. Area.

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Properties of Isosceles Triangles

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Geometrical Figures

Geometrical Figures. Present to M.Veerasakdi. By: Name Sarun Thienpaitoon Class: 4/4 No. 12. Geometrical Figures. 4-sided figures. Rectangle All angles are right angles. Opposite sides are parallel. Opposite sides are equal. B. C. AB = CD, AD = BC AB // CD, AD // BC . A. D.

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Warm up

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Geometrical Figures

Geometrical Figures. Present to M.Veerasakdi. By: Name Sarun Thienpaitoon Class: 4/4 No. 12. Geometrical Figures. 4-sided figures Triangles. 4-sided figures. Rectangle All angles are right angles. Opposite sides are parallel. Opposite sides are equal. B. C. AB = CD, AD = BC

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Basic Constructions: Lesson 2 - Constructing an Equilateral Triangle

Basic Constructions: Lesson 2 - Constructing an Equilateral Triangle. Objectives. To apply basic construction of an equilateral triangle to more challenging problems To communicate mathematic ideas effectively and efficiently using correct vocabulary Assessment Ticket out the door.

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Rectangle

Square. Rectangle. Kite. Rhombus. Square. Rectangle. Kite. Rhombus. This shape has; 4 lines of symmetry no acute angles. Square. Rectangle. Kite. Rhombus. This shape has: one set of parallel lines 4 angles acute angles. Square. Rectangle. Trapezium. Rhombus.

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Leonhard Euler 1707 - 1783

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Figure 1. View of the Eastern sky on 1 February 2014 at 6:30 PM

Equilateral Triangle. Beehive cluster. Figure 1. View of the Eastern sky on 1 February 2014 at 6:30 PM. Figure 1a. View of the Eastern sky on 1 February 2014 at 6:30 PM (showing constellations arts). Equilateral Triangle. Beehive cluster.

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