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What is determined by two points and it is endless?
a straight line. it's such a simple question that your question looks like a joke
What is an endless flat surface determined by 3 points not in a line?
A plane.
The number of segments determined by n points is?
infinite
Which of these is determined by three points that are not on the same line?
plane
What has infinite width and length and can be determined by three points?
A plane.
Determined by two points and is endless?
A line.
What is determined by two points and it is endless?
a straight line. it's such a simple question that your question looks like a joke
What is an endless flat surface determined by 3 points not in a line?
A plane.
What is a set of points that is endless in both directions called?
what is a set of points that is endless in both directions
What is a set of points that is endless in two directions a line ray plane or segment?
line
Does a plane have only 2 end points?
A plane has no endpoints. It is an endless two-dimensional field. ■
State the number of lines that are determined by two points?
One.
How many lines can pass through two points?
There is exactly one line that can pass through two distinct points. This line is uniquely determined by the two points.
What is a set of point that is endless in both directions called?
what is a set of points that is endless in both directions
How many different lines are determined by two points?
In classical or Euclidean plane geometry two points defines exactly one line. On a sphere two points can define infinitely many lines only one of which will represent the shortest distance between the points. On other curved surfaces, or in non-Euclidean geometries, the number of lines determined by two points can vary. Even in the Euclidean plane, two points determine infinitely many lines that are not straight!
How many different lines are determined by three collinear points?
As long as at least two of them are different points, exactly one line.
What is a set of points that is endless in both directions?
A Line ;)
