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If point c lies between a and b then ray CA and CB are opposite rays?
No, if point C lies between points A and B, then rays CA and CB are not opposite rays. Opposite rays are defined as two rays that share the same endpoint and extend in opposite directions, forming a straight line. In this case, CA and CB extend from point C towards points A and B, respectively, but they do not extend in opposite directions from a single point.
Are opposite rays two rays that share the same endpoint?
Yes, opposite rays are two rays that share the same endpoint and extend in opposite directions. This means they form a straight line together, with the common endpoint acting as the starting point for both rays. Essentially, if you have a point O and two rays OA and OB, they are opposite rays if A and B are on opposite sides of O.
What are opposite rays?
Opposite rays are halves of a line. There is one endpoint and the two rays extend infinitely from it in opposite directions. The endpoint can actually be any point on the line, but it can be assumed to be the midpoint.
What are two rays starting at a common point?
Two rays starting at a common point form an angle.
What is the point in a common of the two rays that form an angle?
the vertex is the point where two rays begin and form and angle
What is two collinear rays with the same endpoint?
all it is, is two rays in the same line that end with the same endpoint
What is the correct word for this definition The point that two rays have in common?
It is called the point of intersection of the two rays. Not a word, but a phrase.
If two rays start at the same point they create a?
Two rays starting at the same point of origin form an angle
What is formed by two rays joined at the same point?
An angle is formed when two rays begin at a common point. The common point is called the vertex of the angle.
The point where two rays meet?
This is the focal point, the point of focus.
Where do two rays meet?
At a point/vertex.
Is a angle part of two rays?
Yes, an angle is composed of two rays with a common starting point.
