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center
A point that's equidistant (the same distance) from any point on a given circle.
Radius
A line segment that runs from a circle's center to a point on the given circle.
Diameter
A chord that runs through a circle's center.
Chord
A segment that connects any two points on a given circle.
Central angle
An angle whose vertex is a given circle's center and whose legs or sides intersect the circle.
Inscribed angle
An angle whose vertex lies on a given circle and whose legs or sides intersect the circle at two other points.
Secant
A line, ray, or segment that extends beyond the given circle and intersects it at more than one point.
Tangent
A line, ray, or segment that intersects a given circle at only one point (even if extended).
Point Of Tangency
The point that intersects the circle
Minor arc
Central angle less then 180
Major Arc
Central angle more than 180
Semi Circle
Central angle equal to 180
Inscribed Angle
An angle with it’s vertexs on the circle with two sides that are chords
Area Formula
A=πr²
Circumference formula with radius
C=2πr
Circumference formula with diameter
C=πd
arc length formula
l=x times c divided by 360
area of sector formula
x times r divided by 360
inscribed angle rule
the angle is half the measure of the arc
inscribed angle diameter rule
if an inscribed angle intercepts a diameter its a right triangle
inscribed angle overlapping rule
if two inscribed angle intersect the same arc the angles are congruent
inscribed quadilateral rule
opposite angles are supplementary (equal to 180)
tangent line segment rule
if two segments from the same external point are tangent to a circle then they are congruent
tangent polygon rule
if a polygon is circumscribed around a circle then all the sides are tangent