Question

Name: Applying the Inscribed Angle Theorem Activity APPLYING THE INSCRIBED ANGLE THEOREM C You can learn a lot about a circle, its angles, and its arcs from the Inscribed Angle Theorem. Remember the Inscribed Angle Theorem states that the measure of an inscribed angle is equal to half the measure of the intercepted arc. E S B 57° arc ED = 52° D Just by applying the Inscribed Angle Theorem along with your knowledge of a few other theorems, you can figure out nearly every single arc measure and angle measure in the circle to the left. Directions: Calculate all of the angle and arc measures needed to complete the table below. Circle Part Measure of the Part (including supporting work) Angle C Angle B Angle BSD Angle CSE Angle E Arc BC

          Name:
Applying the Inscribed Angle Theorem Activity
APPLYING THE INSCRIBED ANGLE THEOREM
C
You can learn a lot about a circle, its angles, and
its arcs from the Inscribed Angle Theorem.
Remember the Inscribed Angle Theorem states
that the measure of an inscribed angle is equal to
half the measure of the intercepted arc.
E
S
B
57°
arc ED = 52°
D
Just by applying the Inscribed Angle
Theorem along with your knowledge of a few
other theorems, you can figure out nearly every
single arc measure and angle measure in the
circle to the left.
Directions: Calculate all of the angle and arc measures needed to complete the table below.
Circle Part
Measure of the Part (including supporting work)
Angle C
Angle B
Angle BSD
Angle CSE
Angle E
Arc BC

Name:
Applying the Inscribed Angle Theorem Activity
APPLYING THE INSCRIBED ANGLE THEOREM
C
You can learn a lot about a circle, its angles, and
its arcs from the Inscribed Angle Theorem.
Remember the Inscribed Angle Theorem states
that the measure of an inscribed angle is equal to
half the measure of the intercepted arc.
E
S
B
57°
arc ED = 52°
D
Just by applying the Inscribed Angle
Theorem along with your knowledge of a few
other theorems, you can figure out nearly every
single arc measure and angle measure in the
circle to the left.
Directions: Calculate all of the angle and arc measures needed to complete the table below.
Circle Part
Measure of the Part (including supporting work)
Angle C
Angle B
Angle BSD
Angle CSE
Angle E
Arc BC

Added by Donna G.

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