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33 1 3 rpm - PowerPoint PPT Presentation

7.2 Sectors of a Circles

7.2 Sectors of a Circles. Objective To find the arc length and area of a sector of a circle and to solve problem involving apparent size. Sectors of Circles. A sector of a circle, shaded at right below, is the region bounded by a central angle and the intercepted arc.

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7-2 Sectors of Circles

7-2 Sectors of Circles. Objective: To find the arc length of a sector of a circle and to solve problems involving apparent size. Sectors of Circles. A sector of a circle, shaded below, it is the region bounded by a central angle and the intercepted arc. Sectors of Circles.

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287 views • 11 slides

7-2 Sectors of Circles

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301 views • 11 slides

Radians

Radians. Radian measure is an alternative to degrees and is based upon the ratio of. arc length radius. a. ie. ?. ? (radians) = a / r. r. ? - theta. If the arc length = the radius. ie. r. ?. ? (radians) = r / r = 1. r. If we now take a semi-circle. a.

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253 views • 7 slides

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33 1 3 rpm - PowerPoint PPT Presentation

7.2 Sectors of a Circles

7-2 Sectors of Circles

7-2 Sectors of Circles

Radians