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What is the greatest number of intersection points that four co planar lines can have?
The greatest number is six.
Are any 3 co planar points are col linear?
sometimes
Are three points colinear?
Not necessarily, eg the three points (0, 0), (1, 1) and (2,0) are not co-linear, but (0,0), (1,1) and (2,2) are. But three points are co-planar, that is they all lie in one plane.
Can four noncoplanar points be used to form two intersecting?
Since the question is unfinished, I'll assume the most obvious completion: "planes." Yes, a triangular pyramid is composed of 4 non-co-planar points which form 4 intersecting planes.
What is the term for point that lie in the same plane?
co-planar
What is the greatest number of intersection points that four co planar lines can have?
The greatest number is six.
Are any 3 co planar points are col linear?
sometimes
Are three points colinear?
Not necessarily, eg the three points (0, 0), (1, 1) and (2,0) are not co-linear, but (0,0), (1,1) and (2,2) are. But three points are co-planar, that is they all lie in one plane.
Can four noncoplanar points be used to form two intersecting?
Since the question is unfinished, I'll assume the most obvious completion: "planes." Yes, a triangular pyramid is composed of 4 non-co-planar points which form 4 intersecting planes.
Is every set of three points coplanar?
Yes, three points define a plane. So any three points lie in some specific plane and are therefore co-planar.
Are points of a circle coplanar?
Yes. A circle is defined as the set of all points in a plane equidistant from a given point (the center of the circle) - hence - all points of a circle must be co-planar by definition.
What is the term for point that lie in the same plane?
co-planar
What is a coplanar?
Co-planar means being in the same plane.
What is it called when a point lies in the same plane?
co-planar
Give coordinates of four points that are vertices of a rectangle?
In Cartesian co-ordinates, the points (0,0), (4,0), (4,4) and (0,4) are an example of the four vertices of a rectangle.
Are parallel lines in space coplanar?
Parallel lines will be co-planar.
What will be the definition of co-linear force and coplanar force?
The difference is that one is co-linear force is one dimensional and co-planar force is 2-dimensional. Co-linear force is the force which is acting along a single line, whereas co-planar force is the force which is acting along a single plane.
