'Arc ac' presentation slideshows

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3 D Symmetry (2 weeks)

3 D Symmetry (2 weeks)

3 D Symmetry (2 weeks). Next we would move a step further into 3D symmetry. Leonhard Euler :. http://en.wikipedia.org/wiki/Leonhard_Euler. Google search: Euler. Spherical trigonometry. Small circle R <1. For convenience, set R = 1. Great circle (GC), R =1. o.

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887 views • 68 slides
Circle G E O M E T R Y

Circle G E O M E T R Y

Circle G E O M E T R Y. Radius (or Radii for plural). The segment joining the center of a circle to a point on the circle. Example: OA. Diameter. A chord that passes through the center of a circle. Example: AB. Chord. A segment joining two points on a circle Example: AB. Chord.

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1.99k views • 28 slides
G E O M E T R Y

G E O M E T R Y

G E O M E T R Y. Circle Terminology. The segment joining the center of a circle to a point on the circle. Example: OA. Radius (or Radii for plural). A chord that passes through the center of a circle. Example: AB. Diameter. A segment joining two points on a circle Example: AB. Chord.

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221 views • 16 slides
G E O M E T R Y

G E O M E T R Y

G E O M E T R Y. Circle Terminology. The segment joining the center of a circle to a point on the circle. Example: OA. Radius (or Radii for plural). A chord that passes through the center of a circle. Example: AB. Diameter. A segment joining two points on a circle Example: AB. Chord.

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221 views • 15 slides
Day 70: Circles

Day 70: Circles

Day 70: Circles. The Return. Recap. Radius Diameter Circumference Pi Secant Tangent Chord Area Central Angle Arc Arc Measure Arc Length Sector Area of a Sector. Inscribed Angles. An inscribed angle has its vertex on the circle, and its rays intersect the circle

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248 views • 12 slides
Angles Interior to circles

Angles Interior to circles

Angles Interior to circles. A segment or arc is said to subtend an angle if the endpoints of the segments or arc lie on the sides of the angle. Inscribed angles are one type of subtended angle . < BAC is subtended by arc BC or segment BC.

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230 views • 11 slides
ARCS AND CENTRAL ANGLES

ARCS AND CENTRAL ANGLES

ARCS AND CENTRAL ANGLES. Central Angle Arc and arc measure Minor Arc Major Arc Semicircle Adjacent arcs. Central Angles. A. VERTEX OF THE CENTRAL ANGLE IS THE CENTER OF THE CIRCLE. C. Circle B, Angle ABC. B. ARCS AND ARC MEASURE. Arc: part of a circle

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620 views • 5 slides

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