Therefore, straight lines may be drawn to connect the points.

Within the circle is a triangle connecting points 9, 3 and 6.

The variables in this problem are the curves connecting the two points.

Connect the points on the ceiling by snapping a chalk line between them.

Moreover, there is at most one orbit connecting different fixed points in the same direction.

Connecting the consecutive points we create the control polygon of the curve.

The ellipse can be then approximated by connecting the points with lines.

The problem is that there is no well-defined way to connect the points.

However, the isogloss separates rather than connects points of equal language.

Connect the two points by drawing a line on the tape using a pencil and straightedge.