February 16, 2016 A A B B C A B A C A C B C B A C B February 16, 2016 February 16, 2016 (10.1) Circles and Circumference Objective: To identify and use parts of circles. To solve problems involving the circumference. To prove all circles are similar. Why: Circles are used in many applications, discs, rides, wheels. We will need to apply this knowledge to arcs and angle measures. February 16, 2016 Vocabulary: Obj: To identify and use parts of circles. To solve problems involving the circumference. To prove all circles are similar. circle: center: radius: chord: diameter: concentric circles: pi ( π ): inscribed: circumscribed: February 16, 2016 Obj: To identify and use parts of circles. To solve problems involving the circumference. To prove all circles are similar. February 16, 2016 Obj: To identify and use parts of circles. To solve problems involving the circumference. To prove all circles are similar. An asteroid hit Earth and created a huge round crater. Scientists measured the distance around the crater as 78.5 miles. What was the diameter of the crater? February 16, 2016 Obj: To identify and use parts of circles. To solve problems involving the circumference. Find the exact circumference of K. To prove all circles are similar. February 16, 2016 https://learnzillion.com/lesson_plans/7259-show-that-all-circles-are-similar-using-similartriangles Obj: To identify and use parts of circles. Prove all circles are similar. To solve problems involving the circumference. To prove all circles are similar. D C C This means that given any 2 circles, there is a sequence of transformations on the plane (reflections, rotations, translations, dilations) transforming one to the other. February 16, 2016 Obj: To identify and use parts of circles. To solve problems involving the circumference. To prove all circles are similar. In the figure, P is inscribed in equilateral the exact circumference of P? LMN. What is February 16, 2016 Obj: To identify and use parts of circles. To solve problems involving the circumference. To prove all circles are similar. In the figure, P is inscribed in equilateral the exact circumference of P? LMN. What is February 16, 2016 HW: Obj: To identify and use parts of circles. To solve problems involving the circumference. To prove all circles are similar. (HR): (10.1): Pg.701: 18-21, 28, 29, 33, 50, 51, 53
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