Final answer:
Between any three distinct non collinear points, there will always be one distinct plane.
Step-by-step explanation:
Between any three distinct non collinear points, there will always be one distinct plane. This is because three non collinear points uniquely determine a plane.
For example, if you have points A, B, and C that are not on the same line, you can connect them to form a triangle. The plane that contains this triangle is determined by these three points.