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3 rays that are not on the same line.

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15y ago

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A figure made up of two noncollinear rays with a common endpoint?

A figure that is made up of two noncollinear rays with a common endpoint is an angle. The angle that is formed can be acute, right, obtuse or reflex.


What are two noncollinear rays with a common endpoint?

it is an angle


Two noncollinear rays with a common endpoint?

An angle


How many angles are formed by 4 noncollinear rays?

4


What formed by two noncollinear rays with a common end point?

An angle


What is the name of the angle formed by the intersection of two noncollinear rays AB and AC?

CAB


What term is defined as two noncollinear rays that share a common endpoint?

The term defined as two noncollinear rays that share a common endpoint is "angle." In geometry, an angle is formed by two rays that originate from a common point, known as the vertex, and extend in different directions, not lying on the same line.


How many angles are formed in a 120 noncollinear rays?

A noncollinear ray is a ray that is not a straight line. So even two of these could criss-cross infinitely many times. It is impossible, therefore, to answer the question.


Are noncollinar planes are rays that do not lie on the same plane rays that do not lie on the same line are noncollinar rays?

Noncollinear rays are those that do not lie on the same line, meaning they point in different directions and cannot be extended to intersect at a single point. Noncoplanar rays, on the other hand, are rays that do not lie within the same plane, indicating that they exist in different three-dimensional orientations. Therefore, while both terms refer to geometric relationships, noncollinear rays pertain specifically to lines, while noncoplanar rays pertain to planes.


How many angles are formed by five noncollinear rays with a common endpoint?

21 - including one of 360 degrees.


Is it true that an angle is the union of the two noncollinear rays which have a common endpoint called its vertex?

An angle is the figure formed by two rays sharing a common endpoint, called the vertex of the angle.


How many angles are formed by 5 noncollinear rays intersecting at a common end point?

Ten.Each angle is determined by two rays, so the answer is equivalent to the number of combinations of 2 out of 5 = 5*4/(2*1) = 10