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How many lines can be drawn through two fixed points?
In Euclidian or plane geometry, there can be only one line through two fixed points. Lines cannot actually be drawn; if you see it it is not a geometric line. If the points are on a curved surface as in a geometry that is non-Euclidian, then there can be infinitely many lines connecting two points.
How many points can be drawn from one point?
No points can be drawn from a point.
How many circle can be drawn at one point?
It can be only 1 * * * * * Infinitely many concentric circles can be drawn.
How many circle can be drawn passing through two points?
There are infinite circles which can be drawn with 2 defined points.. Because if we have 2 points then we can draw infinite equal intersecting lines in infinite directions, These intersecting lines are the radii of the circles. Like : we have 2 points You can draw infinite isosceles triangles as taking the line joining the points For example (activity) : we have 2 points A, B so let's join A and B which will make line AB and so let's take another point C and place that point in such a way that AC = AB and we observe that there are infinite points which can be placed in such a way like how we marked C. Now draw a circle with center C and radius A, we will observe that the circle also cuts through B and so as we have infinite points like C, so we can have infinite circles ..... And so we conclude that infinite circles with different radii can be drawn through two defined distant points ...
How many points are shared by concentric circles?
Zero, or all if the circles coincide.
How many circles are drawn on target board in pistol shooting?
Five
How many common external tangent can be drawn to two concentric circles?
If the circles have the same radius then an infinite number, and if they do not, then none.
How many lines can be drawn through eight points?
Only one line can be drawn through eight points.
How many line can be drawn through them if the points are none coplanar?
depend how many points are them
How many circles can be drawn from three non-collinear points?
The answer is 1.Here is the theorem:There is a unique circle passing through points P1 , P2 , P3 if and only if these three points are non-collinear.The proof is not too hard, but involves some linear algebra. I will post a link to it.
How many line segments can be drawn from two points?
There is only one line (or line segment) that can be drawn between two distince points.
If six points lie on a circle how many quadrilaterals can be drawn joining these points?
5
