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3 rays that are not on the same line
Infinitely many. There an infinite number of points on a line and each point can be an end point of two rays.
What about them?These are known as opposite rays. They form a line.
rainbow
To determine the number of different rays formed by points A, B, C, D, and E, we need to consider that a ray has a starting point and extends infinitely in one direction. If each point can serve as a starting point, and rays can be formed towards any other point, the total number of rays will depend on the specific arrangements of these points. Typically, for n points, each point can form rays with the other n-1 points, leading to a calculation of n(n-1) rays. However, without a specific diagram or additional context, it's difficult to provide an exact number.
One! That is what collinear means!
Just one.
The answer depends on whether any of the points are collinear: that is, whether they lie on the same line. No matter how many points you have, if they are all collinear you will have only one ray.If you have N points, the maximum number of rays is attained when no three of them are collinear. This number is N*(N-1)/2.
angle
They are rays that lie on the same line. For example draw a horizontal line. Now put 3 points anywhere on that line. Next draw 3 rays, some going to the left, some going to the right. These rays are collinear.
no
collinear means on the same line so they would be collinear if they are on the same line.!
Opposite Rays
Opposite Rays
Oppsite rays
3 rays that are not on the same line
Two collinear rays that do not intersect are called parallel rays. This will only occur for a short time, however, because they will intersect at some point.