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Geometry
Section 10-5
Apply Other Angle Relationships in
Circles
Tangent/Chord Theorem

If a tangent and a
chord intersect at a
point on a circle, then
the measure of each
angle formed is one
half the measure of its
intercepted arc.
Angles Inside the Circle Theorem

If two chords intersect
inside a circle, then the
measure of each angle
is one half the sum of
the measures of the
arcs intercepted by the
angle and is vertical
angle.
Angles Outside the Circle Theorem

If a tangent and a
secant, two tangents,
or two secants
intersect outside a
circle, then the
measure of the angle
formed is one half the
difference of the
measures of the
intercepted arc
Different Angles Outside the Circle

Two secants
tangent and secant
two tangents
Examples
 Classzone
Assignment
 Section
10-5
 Page 683
 Problems # 6-12 even, 16-20 even, 22
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