10.5 Segment Lengths in Circles

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10.5 Segment Lengths in Circles
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Theorem

• When chords intersect, the chords break into
  segments that are equal when multiplied.

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Theorem

• When chords intersect, the chords break into
  segments that are equal when multiplied.

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Theorem

• When chords intersect, the chords break into
  segments that are equal when multiplied.

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Theorem

• When chords intersect, the chords break into
  segments that are equal when multiplied.

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Theorem

• When two secants intersect a circle, the segments
  of the secants (the chord and the whole secant )
  are equal when multiplied together.

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Theorem

• When two secants intersect a circle, the segments
  of the secants (the chord and the whole secant )
  are equal when multiplied together.

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Theorem

• When two secants intersect a circle, the segments
  of the secants (the chord and the whole secant )
  are equal when multiplied together.

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Theorem

• A tangent and a secant

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Theorem

• A tangent and a secant

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Theorem

• A tangent and a secant

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Theorem

• A tangent and a secant

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Theorem

• A tangent and a secant

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Theorem

• A tangent and a secant

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Theorem

• A tangent and a secant

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Theorem

• A tangent and a secant

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Theorem

• A tangent and a secant

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Homework

• Page 632 633
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