Into Two Circles Secants And Tangents

What is line segment AB?

• External Segment

• Diameter

• Radius

• Chord

Find the perimeter of the polygon.

• 77.8

• 73.4

• 78.8

• 67.4

Find x.  Assume that segments that appear to be   tangent are tangent.

• 2

• 11

• 7.6

• 9

Find the value of x.

• 12.5

• 8

• 35

• 16

In the diagram, TP and TQ are tangents to circle O. Determine the value of x. (Note the angles with single arcs are not necessarily congruent in this diagram.)

• 70

• 110

• 140

• 90

The angle relationship shown in the circle represents ​ ​

h

Angle relationship in circles (Central Angle)

Segment Relationship (2 Chords)

Segment Relationship (2 Tangents)

Angle relationship in circles (Vertex Outside)

Angle relationship in circles (Inscribed Angle)

Angle relationship in circles (Vertex Inside)

Segment Relationship (Secant / Tangent)

Segment Relationship (2 Secants)

The angle relationship shown in the circle represents ​ ​

c

Segment Relationship (Secant / Tangent)

Segment Relationship (2 Secants)

Segment Relationship (2 Tangents)

Angle relationship in circles (Inscribed Angle)

Angle relationship in circles (Central Angle)

Segment Relationship (2 Chords)

Angle relationship in circles (Vertex Outside)

Angle relationship in circles (Vertex Inside)

The angle relationship shown in the circle represents ​ ​

e

Segment Relationship (2 Secants)

Segment Relationship (2 Chords)

Segment Relationship (Secant / Tangent)

Segment Relationship (2 Tangents)

Angle relationship in circles (Central Angle)

Angle relationship in circles (Inscribed Angle)

Angle relationship in circles (Vertex Inside)

Angle relationship in circles (Vertex Outside)

The angle relationship shown in the circle represents ​ ​ ​

h

Angle relationship in circles (Inscribed Angle)

Angle relationship in circles (Vertex Outside)

Segment Relationship (Secant / Tangent)

Angle relationship in circles (Central Angle)

Segment Relationship (2 Secants)

Angle relationship in circles (Vertex Inside)

Segment Relationship (2 Tangents)

Segment Relationship (2 Chords)

The angle relationship shown in the circle represents ​ ​ ​

h

Angle relationship in circles (Central Angle)

Segment Relationship (2 Chords)

Segment Relationship (Secant / Tangent)

Segment Relationship (2 Tangents)

Angle relationship in circles (Inscribed Angle)

Segment Relationship (2 Secants)

Angle relationship in circles (Vertex Inside)

Angle relationship in circles (Vertex Outside)