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It's not possible to draw two points that aren't on the same straight line.

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Q: Is it possible to draw a figure with two points that are non-collinear?
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Can you draw a figure with three points that are noncollinear?

Of course. The vertices of a triangle, and any three vertices of any other polygon, are non-collinear. In the case of a triangle and a quadrilateral, if you had three collinear vertices, then you couldn't have the polygon.


Draw a labeled diagram to illustrate each description Noncollinear points D E F and G segment DE and ray EF?

point B lies in plane U


What shape do you get when you sketch 7 points draw a closed plane figure?

as in a 7 sided figure? a heptagon


What shape do you get when you sketch 9 points draw a closed plane figure?

a nonagon


Is it possible to draw two points that do not lie on the same line?

No.


Draw and describe the different spatial figure?

There are infinitely many spatial figures. I is not possible to draw or describe them.


Is it possible to draw a figure with the area of 18 and perimeter of 28?

Yes.


How do you draw an x inside a square inside a circle without retracing?

It might depend on how you draw it, but I don't think it is possible. Draw the figure, and look at the points where lines meet. Count how many of those points are "odd", meaning that an odd number of lines meets there. Each of these points has to be either the starting point, or the end point, and you can only have one starting point and one end point.


Is it possible to draw a figure with the area of 14 and perimeter of 18?

Yes, draw a 2 x 7 rectangle.


How do you draw 4 non collinear points and join them taking two points at a time?

Take the 4 corners (vertices) of any 4-sided figure (quadrilateral). Draw the quadrilateral and its diagonals.


Is it possible to draw a figure with six faces and eight vertices?

A cube would qualify...


Is it possible to draw three points that are non coplanar?

No. To prove this, you can actually construct the plane.