Angle Properties of Circles

Identify the property of circles portrayed in the image provided.

• Angles in Same Segment

• Angles in Opposite Segment

• Angle at Centre is Twice the Angle at Circumference

• Angles in Semicircle

Identify the property of circles portrayed in the image provided.

• Angle at Centre is Twice the Angle at Circumference

• Angles in Same Segment

• Angles in Opposite Segment

• Equal Chords

Identify the property of circles portrayed in the image provided

• Angles in Same Segment

• Angles in Semicircle

• Angles in Opposite Segment

• Isosceles Triangle

Identify the property of circles portrayed in the image provided

• Angle at Centre is Twice the Angle at Circumference

• Angles in Opposite Segment

• Equal Chords

• Angles in Same Segment

Identify the property of circles portrayed in the image provided

• Equal Chords

• Angles in Same Segment

• Angles in Opposite Segment

• Angle at Centre is Twice the Angle at Circumference

Identify the property of circles portrayed in the image provided

• Angles in Semicircle

• Angles in Same Segment

• Angles in Opposite Segment

• Equal Chords

Identify the property of circles portrayed in the image provided

• The two chords are equal in length

• Angles in Semicircle

• OM and ON are radius of circle

• SR and PQ are diameter of circle

Identify the property of circles portrayed in the image provided

• OM is the radius of the circle

• PQ is the diameter of the circle

• OM is the perpendicular bisector of the chord PQ

• Angles in Semicircle

Identify the property of circles portrayed in the image provided

• AB is a chord of the circle

• AB is the diameter of the circle

• OP is the perpendicular bisector of AB

• The tangent AB is perpendicular to the radius OP

Identify the property of circles portrayed in the image provided

• The lengths of PE and QE are equal

• The angles of OEP and OEQ are equal

• OE bisects the angle PEQ

• All of the above