'Smallest angle' presentation slideshows

Good News ? 6.6 Homework Questions Go over the 6.1-6.3Quiz Open note paired 6.4-6.6 Quiz Jeopardy!

Good News ? 6.6 Homework Questions Go over the 6.1-6.3Quiz Open note paired 6.4-6.6 Quiz Jeopardy!. Final Jeopardy. Ratios and Proportions. Setting Up Proportions 1. Setting Up Proportions 2. Are they Similar?. Proportion of Parallel Lines. 100. 100. 100. 100. 100. 200. 200.

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Equiangular Lines in R d

Equiangular Lines in R d. Moshe Rosenfeld University of Washington Shanghai Jiao Tong University July 1, 2013. How wide and how even can you spread your chop-sticks?. Equiangular Lines.

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Optical systems

Optical systems. Hecht 5.7 Wednesday October 2, 2002. Field Stop. The aperture that controls the field of view by limiting the solid angle formed by chief rays. As seen from the centre of the entrance pupil (E n P), the field stop (or its image) subtends the smallest angle.

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Chapter 5 Review

Chapter 5 Review. Segments in Triangles. Test Outline. Multiple Choice Be able to identify vocab (pick out from a picture) Be able to apply SAS and SSS Inequality Theorems (biggest angle across from biggest side)

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Chapter 7 Review

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Introduction to Trigonometry

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2.6 Applications

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Introduction to Trigonometry

Introduction to Trigonometry. Honors Geometry December 6, 2019. As you know, all the triangles below are similar. Why?. 3 5 4 6 10 9 15 8

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Introduction to Trigonometry

Introduction to Trigonometry. Honors Geometry December 5, 2016. As you know, all the triangles below are similar. Why?. 3 5 4 6 10 9 15 8

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Chapter 3.7 Angle-Side Theorems.

Chapter 3.7 Angle-Side Theorems. Erin Sanderson Mod 9. Objective. This section will teach you how to apply theorems relating to the angle measure and side lengths of triangles. Triangle =D. Theorem 20. If two sides of a triangle are congruent, the angles opposite the sides are congruent.

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Chapter 7 Test Review!

Chapter 7 Test Review!. Question Bank. Question 1 Question 9 Question 2 Question 10 Question 3 Question 11 Question 4 Question 12 Question 5 Question 13 Question 6 Question 14 Question 7 Question 15 Question 8.

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NOTEBOOK CHECK Triangle Sum Isosceles and equilateral Triangles Triangle Inequalities

NOTEBOOK CHECK Triangle Sum Isosceles and equilateral Triangles Triangle Inequalities Triangle Congruency SSS and SAS Proving Triangles are Congruent ASA and AAS Using Congruent Triangles Perpendicular and Angle Bisector Reflections and symmetry. Geometry Unit 3 Review. P.

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Ratios and Proportions

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FMSP Year 10 Team Mathematics Competition 2012 Introduction to Distances on the Earth

FMSP Year 10 Team Mathematics Competition 2012 Introduction to Distances on the Earth. Introduction to Distances on the Earth. The main ideas are: Great circles Small circles Position on the Earth (Latitude/Longitude) Nautical miles

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Inequalities in One Triangle

Inequalities in One Triangle. Geometry CP2 (Holt 5-5) K. Santos. Theorem 5-5-1. In a triangle, larger angle opposite longer side Y X Z If XZ > XY then m<Y > m<Z. Example. List the angles from largest to smallest. A 10 B

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Aim: How do we solve problems with both law of sine and law of cosine?

Aim: How do we solve problems with both law of sine and law of cosine?. and c = 30cm. Do Now: In. Find to the nearest tenth a) AC b) BC. C. B. A. AC = 23.5. BC = 21.7. HW: p.580 # 25,26,27,28 p.584 # 16,17.

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The Law of Cosines

The Law of Cosines. Lesson 5.2. Theorem. Law of Cosines: In any triangle ABC, c 2 = a 2 +b 2 -2ab cosC a 2 = b 2 + c 2 -2bc cos A b 2 = a 2 + c 2 -2ac cos B. Example 1.

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Line Symmetry (or Reflectional Symmetry) in Polygons

Line Symmetry (or Reflectional Symmetry) in Polygons. A figure has line symmetry ( or reflectional symmetry ) if it can be reflected across a line so the image coincides exactly with the preimage . The line is called the line of symmetry (or an axis of symmetry ). E.

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Law of Cosines 9.4

Law of Cosines 9.4. What we know so far:. Right Triangle : SOH CAH TOA. Not a right triangle : SSA then we use Law of Sines But watch for the ambiguous case. What do we do if we know SSS or SAS??. Meet Professor Burger. Prof Burger and Law of Cosines. Law of Cosines.

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