Circle Angles

In the diagram, two secants intersect the circle. Solve for the value of "x"

• 34
• 45
• 40
• 46

In the diagram, a tangent and a line drawn to the point of tangency form a right triangle. Solve for "?" (the length of the hypotenuse)

• 15
• 6
• -24
• 14

In the diagram, two chords intersect each other inside the circle. Solve for the value of "x"

• 8
• 14
• 10
• 12

In the diagram, two chords intersect in the interior of the circle, forming a vertex. Solve for the value of "x"

• 95°
• 110°
• 120°
• 115°

In the diagram, two secants form a vertex outside of a circle. Solve for the measure of ∠2

• 30°
• 35°
• 25°
• 45°

In the diagram, two chords interest in the interior of the circle. Solve for the value of "x"

• 6
• 8
• 12
• 9

In the diagram, two tangents to the circle share a common external point. Solve for the value of "x"

• 8
• 9
• 6
• 5

In the diagram, a tangent and a secant intersect the circle. Solve for the value of "y"

• 20
• 12
• 10
• -40

In the diagram, a tangent and a secant form a vertex outside of the circle. Solve for the value of "x" 

• 35°
• 45°
• 55°
• 30°

In the diagram, two tangents intersect the circle, sharing an external point. Solve for the value of "x"

• 6
• 5
• 8
• 10