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Is it true that only one plane can pass through one and a point that is not on the line?
If you mean "only one plane can pass through another plane and through a point that is not on the line formed by the intersection of the two planes," the answer is "no." If you rotate the plane about the point, it will still intersect the line unless it is parallel to the line. By rotating the plane, you have created other planes that pass through the unmoved plane and through the point that is not on the line formed by the intersection of the two planes.
How many planes can pass through two given points?
There are an infinite number of planes that pass through a pair of points. Select any plane that passes through both the points and then rotate it along the line joining the two points.
How many planes can be drawn through any three noncollinear points?
Only one plane can pass through 3 non-collinear points.
How many planes can pass through line?
-- An infinite number of different planes can intersect the same line. -- The same line can lie in an infinite number of different planes. -- An infinite number of different lines can intersect the same plane.
How many planes in a cube pass through three or more vertexes?
There are 56 such planes.
How many planes could pass through two points?
I have a feeling that I'm wrong but i guess that 2 planes can pass through 2 points
How many planes could pass through a point?
Infinitely many.
How many planes can pass through a point in space?
Infinitely many.
How many planes can pass through two points?
Nonee !
How many planes could pass through three points in the same straight line?
Infinitely many planes.
How many planes can pass through a pair of skew lines?
One if the two lines meet, none otherwise. But skew lines do not lie in the same plane, by definition.
How many planes can pass through one point?
I would say that there are an infinite number of planes that can pass through a pair of skew lines. In order to find the equation of a plane, all you need is three points. take two points off of one line and one point off of the other line and you should be able to derive the equation of a plane. Since the number of points on a line is infinite, an infinite number of planes can be derived.
