'Inscribed quadrilateral' diaporamas de présentation

Introduction

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10.7: Inscribed and Circumscribed Polygons

10.7: Inscribed and Circumscribed Polygons. What is an inscribed polygon?. Def: An inscribed polygon is a polygon with all of its vertices on the circle. M. MATH is an inscribed polygon because M, A, T, and H are all on the circle. A. H. T. What is a circumscribed polygon?.

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Chapter 10

Chapter 10. Circles. Section 3 Inscribed Angles. GOAL 1: Using Inscribed Angles. Example 1: Finding Measures of Arcs and Inscribed Angles Find the measure of the blue arc or angle. Example 2: Comparing Measures of Inscribed Angles Find m<ACB, m<ADB, and m<AEB.

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Geometry

Geometry. 9.5 Inscribed Angles. Inscribed Angles. The vertex is on the circle The sides of the angle: Are chords of the circle Intercept an arc on the circle. Inscribed angle. Intercepted Arc. Inscribed Angle Theorem.

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Inscribed Angles

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What are we going to do? What is determine means?_____.

Learning Objective. We will determine 1 how to find the angles that are Inscribed in the Quadrilaterals 2. What are we going to do? What is determine means?_____. CFU. Activate Prior Knowledge. Inscribed Angle Theorem.

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