Define Arc?
Arc is a portion of a circle defined by 2 endpoints
How are Minor Arc and Major Arc different?
Minor Arc is less than 180
Major Arc is more than 180
How many degrees in a circle?
360
A portion of a circle defined by 2 points is called Congruent Angles.True or False?
False, Its Arc
What is mCD?
A. Major Arc
B. Minor Arc
C. Semicircle
B. Minor Arc
Define Congruent Arcs?
Congruent Arcs are arcs that have the same or congruent circles that have the same measure
How does Congruent Arc and Adjacent Arc different?
Congruent Arc are arcs that are the same or congruent circles that have the same measure
Adjacent Arc are arcs in a circle that have exactly 1 point in common
If the diameter of a circle is 15 cm, what is the radius?
7.5 cm
Central Angles is an arc with endpoints that lie on a diameter.True or False?
False, Its Semicircle
What is mAC?
A. Major Arc
B. Minor Arc
C. Semicircle
B. Minor Arc
Define Central Angle?
Central Angle is a angle witha vertex in the center of the circle.
How are Central Angle and Inscribed Angle different?
Central Angle is an angle with a vertex at the center of a circle.
Inscribed angle is an angle with a vertex on the circle.
What is the circumference of a circle that has a radius of 8 in? (Express answer to the nearest hundredth.)
50.27 in.
Major Arc is greater than 180.True or False?
True
What is mCFG?
A. Major Arc
B. Minor Arc
C. Semicircle
C. Semicircle
Define Semicircle?
Semicircle is an arc with endpoint that be on a diameter
True or False: A central angle and its intercepted are are congruent.
True
How many degrees is a semi-circle?
180
m<GFH+m<HFJ+m<GFJ=360 is the Arc Length equation to find the Arc Length. True or False?
False
What is mCGD?
A. Major Arc
B. Minor Arc
C. Semicircle
A. Major Arc
Define Adjacent?
How are
Find the diameter of a circle that has a circumference of 18 mm. (Express answer to the nearest tenth.)
5.7 mm
Congruent Angles are the same or congruent circles that have the same measure. True or False?
True
What is mGCF?
A. Major Arc
B. Minor Arc
C. Semicircle
A. Major Arc