Section 87: Circumference and Area of Circles Essential Question: How do I find the circumference and area of a circle? Opener: Parts of the Circle diameter radius radii circumference Mar 181:14 PM Concept 1: Circumference of a Circle Area Formulas: Card: Square Rectangle Triangle Parallelogram Rhombus Trapezoid Circumference of a Circle: Mar 181:20 PM 1 Let's try the Checkpoint Excercises on p. 453 #13 Mar 181:40 PM Concept 2: Area of a Circle Area Formulas: Card: Square Rectangle Triangle Parallelogram Rhombus Trapezoid Circumference of a Circle: Area of a Circle: Mar 181:43 PM 2 Let's try the Checkpoint Excercises on p. 454 #46 Mar 181:44 PM Closure: Area of a Sector Central Angle: An angle whose vertex is the center of the circle and formed with 2 radii. Sector of the Circle: A region of the circle formed by a central angle. It is a portion of the circle. Mar 181:45 PM 3 To find the area of a sector, we can use a proportion: Area of the Sector Measure of the Central Angle = Measure of Entire Circle Area of the Entire Circle (Always 360 ) Let's try Checkpoint Excercises p. 455 #7, 8 together. Mar 181:59 PM Try Checkpoint Excercises p. 455 #911 on your own! Mar 182:04 PM 4 87 Homework: p. 455457 #119 odd, 2535 odd Chapter 8 Review: p. 460463 #140 Additional Practice If Needed: Quiz 1 p. 423 Quiz 2 p.437 Quiz 3 p. 459 Mar 182:05 PM Concepts you need to know for your Chapter 8 Test: *Convex/Concave Polygons *Equilateral/Equiangular/Regular Polygons *Sum of the interior angles of a polygon *Find 1 interior angle of a regular polygon *Sum of the exterior angles of a polygon *Find 1 exterior angle of a regular polygon *Find the area/find a missing dimension of a Square Rhombus Rectangle Trapezoid Triangle Circumference of a Circle Parallelogram Area of a Circle Area of a Sector Mar 182:09 PM 5 Mar 183:40 PM Mar 183:41 PM 6 Mar 183:41 PM Mar 183:44 PM 7 Mar 183:44 PM Mar 183:44 PM 8 Mar 183:44 PM 9 Attachments Circumference of a Circle.gsp
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