Question 1
According to the Alternate Segment Theorem, what is equal to the tangent-chord angle?
Question 2
What property describes the relationship between the lengths of segments created by intersecting chords within a circle?
Question 3
What is true for the external tangents from a point to a circle?
Question 4
What is a set of points equidistant from a fixed point called?
Question 5
What is the relationship between the angle made by an arc at the center of the circle and the angle made on the circle's remaining part?
Question 6
When chords AB and CD intersect inside the circle at point P, which property can be used to find the lengths of the segments?
Question 7
If a chord is bisected by a line passing through the center of a circle, what is the property of the angle between the chord and the line?
Question 8
How is the circumference of a circle defined?
Question 9
Which arc represents the larger portion between two points on the circumference?
Question 10
When two circles touch externally, where is the point of contact located?
Question 11
What do we call a chord that passes through the center of a circle?
Question 12
What property states that a tangent to a circle is perpendicular to the radius at the point of contact?
Question 13
What is the sum of the opposite angles of a cyclic quadrilateral?
Question 14
What is the measure of the angle in a semi-circle?
Question 15
What is the name for the area enclosed by two radii and the connecting arc?