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Yes, they are.
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∙ 6y ago
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What are the names of four coplaner points?
coplaner points- are points lying on his the same plane,.. solution: plane R contains XY XY contains X and Y...
What are points or lines that are not in the same plane?
If the question is .. " Points and lines in the same plane "? then the anwser is COPLANER
Are three lines sometimes coplanar?
yes. three lines can coplaner.
What is an undefined term of geometry?
coplaner
Who Four points are always coplaner if:A. They lie on different planesB. They lie on different linesC. They line in the same planeD. They are collinear?
C. They lie in the same plane D. They are collinear
If four points are collinear they are also coplaner?
I dont think that "If four points are collinear they are also coplaner," is the same thing as "If four points are coplaner they are also collinear,". The definition of collinear is at least three points on the same line. To define a plane is to have threenoncollinear points.
What are the names of four coplaner points?
coplaner points- are points lying on his the same plane,.. solution: plane R contains XY XY contains X and Y...
What are coplaner vectors?
Coplaner means all points, lines, circles, vectors etc. lie in a single (usually theoretical) flat plane.
What are points or lines that are not in the same plane?
If the question is .. " Points and lines in the same plane "? then the anwser is COPLANER
Are three lines sometimes coplanar?
yes. three lines can coplaner.
What are coplaner lines?
Coplanar lines are when all the points sit in one plane. This is something that is commonly used in geometry.
What is coplaner?
Coplaner surfaces are two or more surfaces that are in the same plane.
What is an undefined term of geometry?
coplaner
How many minimum no of coplaner vectors having different magnitude can be added to given zero resultant?
If all magnitudes are different, then minimum is three.
What are coplaner lines that do not intersect are called?
Parallel
MN and ML are opposites rays if?
If they are coplaner
A is a line that intersects two or more coplaner lines at different points?
How very interesting. And the question is ... ? Every line will intersect an infinite number of coplanar lines - not just "two or more".
