0
Add your answer:
Earn +20 pts
What type of arc measures exactly 180?
It is half the circumference of a circle that has an arc of 180 degrees
What type of arc lies between the two sides of a central angle and measures less than 180 degrees?
Minor arc
What is an arc that measures less than 180 called?
It could be either acute or obtuse.
What is a Major Arc?
A Mathematical Major Arc is the larger of the two arcs formed when a circle is divided into two unequal parts. Therefore as a result the measure of a major arc is always more than 180° and the sum of the measures of the major arc and the minor arc is always equal to 360°
What is true of the type of angle in this lesson It measures half the difference of the arcs it intercepts. It measures twice the sum of the arc it intercepts. It measures half the sum of the arcs it?
It measures half the sum of the arcs it intercepts.
What type of arc measures exactly 180?
It is half the circumference of a circle that has an arc of 180 degrees
Which type of arc measures exactly 180 degrees?
semicircle
What type of arc lies between the two sides of a central angle and measures less than 180 degrees?
Minor arc
What is an arc which measures less than 180 degrees?
A minor arc.
What is a radian i.e measures of circular arcs according to mathematics?
A radian measures the degree of the arc. For instance, π radians is 180°. Then, the arc with π radians measures 180°.
An arc that measures 180 degrees is called a?
Semi-circle.
An arc that measures 180 is called a?
Consist
What is a degree measure of minor arc?
a minor arc measures less than 180 degrees...
What arc is exactly 180 degrees?
a semi-circle
What is an arc that measures less than 180 called?
It could be either acute or obtuse.
Does a minor arc measure exactly 180 degrees?
No. Given two points on a circle, the minor arc is the shortest arc linking them. The major arc is the longest.
What is a Major Arc?
A Mathematical Major Arc is the larger of the two arcs formed when a circle is divided into two unequal parts. Therefore as a result the measure of a major arc is always more than 180° and the sum of the measures of the major arc and the minor arc is always equal to 360°
