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What is the difference between a line segment and a ray?
a ray continues on and on but a line segment stops
Is an imaginary line from the earth to the moon a line a ray or a segment Why?
It is a segment in case you do not know what a segment is it is a line with two end points
How could you change a line segment into a ray?
by adding a segment
What is a line ray or segment that passes through the midpoint of another segment?
A segment bisector
A segment that cuts an angle in half?
A bisector is a ray or segment which cuts an angle in half.
How is a line a line segment and a ray are different?
A line segment has a finite length. A ray extends to infinity in one direction.
How is a line a line segment and a ray different?
A line segment has a finite length. A ray extends to infinity in one direction.
Is ray different from segment?
A ray is different from a segement because a ray is half of a line and does not end in one side only but the segement it is half of a line that ends.
What is the segment and ray of 100?
segment=4949,ray=9898
What is the difference between a line segment and a ray?
a ray continues on and on but a line segment stops
Can a ray be a line segment?
No. A ray is infinite on one side and ends at a point at the other. A line segment ends in two points. A ray can contain a line segment, as the distance between any two given points on the ray is a line segment.
Can a line segment be part of a ray?
yes it can because a Ray is a line segment with an arrow at the end.
Is an imaginary line from the earth to the moon a line a ray or a segment Why?
It is a segment in case you do not know what a segment is it is a line with two end points
What of a segment is a line segment or ray that is perpendicular to a segment at its midpoint?
Perpendicular Bisector
How is a line segment and ray the same?
They are not. A line segment is of finite length whereas a ray is infinitely long.
How could you change a line segment into a ray?
by adding a segment
What is a line ray or segment that passes through the midpoint of another segment?
A segment bisector
