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No. If the rays do not meet, there is no angle.

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10y ago

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Is an angle Made of any two ray's . Explain?

No. If the rays do not meet, there is no angle.


Is a angle made of anytwo rays?

Yes. Any two rays which have the same end point.


Will any two rays form an angle?

Will Any two rays form an angle?


Is an angle made of any two rays?

No. Two rays can be parallel and so would never form an angle. Also, an angle (a single one as opposed to a quartet of angles) is formed by two coterminus line segments. That is to say, the line segments stop where they meet. A ray goes on forever in both directions.


What are the two rays that make up a angle?

any rays that intersect will form 4 angles


Is it true that any two rays will form an angle?

false


How many rays in space bisects the angle?

In space, an infinite number of rays can bisect an angle. For any given angle formed by two rays, there is one specific ray that represents the angle's bisector, but you can create infinitely many rays along that bisector in both directions. Each of these rays divides the angle into two equal parts. Thus, while there is one unique bisector, the number of rays along it is infinite.


How do you constructing an obtuse angle?

Start by drawing any angle greater than 90 degrees, and then connect the endpoint of the rays that create you angle.


An angle is made of any two rays is it correct?

No, it is not correct. In 2-dimensional (plane) and 3-dimensional (solid) geometry, parallel lines do not make an angle. In 3-d space skew lines also do not make an angle in the conventional sense.


How long is the length of a right angle?

The question does not make any sense. The size of an angle is a measure of angular displacement - how far apart the two rays are. The lengths of the rays or line segments are irrelevant.


Explain right angles of pythagorean theorem?

A right angle is an angle of 90 degrees. Any angle not 90 degrees is not a right angle. End of story.


Any two rays will form an angle True or false?

False. They might be parallel, for example