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1 of 11
Do NowDo Now
4 – 28 – 09
ObjectiveObjective
 Learn a few more vocabulary terms.Learn a few more vocabulary terms.
 We will find out some rules for circles.We will find out some rules for circles.
4 – 28 – 09
 Copy the diagram and the theorem.Copy the diagram and the theorem.
4 – 28 – 09
4 – 28 – 09
Inscribed AngleInscribed Angle
 An inscribed angle is an angle with itsAn inscribed angle is an angle with its
vertex on the edge of the circle.vertex on the edge of the circle.
4 – 28 – 09
A
B
C
O
 The degree of our central angle is equal toThe degree of our central angle is equal to
the degree of the arc it creates.the degree of the arc it creates.

4 – 28 – 09
S
T
O
50°
»ST =
4 – 28 – 09
S
T
O
67°
SOT∠ = 67°
Inscribed Angles!Inscribed Angles!
 TheThe arcarc of an inscribed angle is twice theof an inscribed angle is twice the
degree of the angle.degree of the angle.
4 – 28 – 09
A
B
C
O
30°
60°
4 – 28 – 09
A
B
C
O
70°140°
»AC
Ideas to think aboutIdeas to think about
 How many degrees are in a a full circle?How many degrees are in a a full circle?
 How many degrees should a triangles angles sum to?How many degrees should a triangles angles sum to?
4 – 28 – 09
A
B
CO
80°
»
BAC
BOC
ABC
AB
ACB
∠ =
∠ =
∠ =
=
∠ =
110°
º
»
90
?
?
?
?
?
60
o
ODC
ODB
CK
BOD
COD
BAC
OBD
∠ =
∠ =
=
∠ =
∠ =
=
∠ =
O
B
C
A
R
D
K

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Geometry 5 8 Day 2

  • 1. Do NowDo Now 4 – 28 – 09
  • 2. ObjectiveObjective  Learn a few more vocabulary terms.Learn a few more vocabulary terms.  We will find out some rules for circles.We will find out some rules for circles. 4 – 28 – 09
  • 3.  Copy the diagram and the theorem.Copy the diagram and the theorem. 4 – 28 – 09
  • 4. 4 – 28 – 09
  • 5. Inscribed AngleInscribed Angle  An inscribed angle is an angle with itsAn inscribed angle is an angle with its vertex on the edge of the circle.vertex on the edge of the circle. 4 – 28 – 09 A B C O
  • 6.  The degree of our central angle is equal toThe degree of our central angle is equal to the degree of the arc it creates.the degree of the arc it creates.  4 – 28 – 09 S T O 50° »ST =
  • 7. 4 – 28 – 09 S T O 67° SOT∠ = 67°
  • 8. Inscribed Angles!Inscribed Angles!  TheThe arcarc of an inscribed angle is twice theof an inscribed angle is twice the degree of the angle.degree of the angle. 4 – 28 – 09 A B C O 30° 60°
  • 9. 4 – 28 – 09 A B C O 70°140° »AC
  • 10. Ideas to think aboutIdeas to think about  How many degrees are in a a full circle?How many degrees are in a a full circle?  How many degrees should a triangles angles sum to?How many degrees should a triangles angles sum to? 4 – 28 – 09 A B CO 80° » BAC BOC ABC AB ACB ∠ = ∠ = ∠ = = ∠ = 110°