The document discusses three postulates of projective geometry: the line postulate states that for any two points there is exactly one line containing both points; the number of points postulate states that a plane contains at least three noncollinear points and space contains at least four noncoplanar points; the plane postulate states that any three points lie in at least one plane and any three noncollinear points lie in exactly one plane.

1. Project In MathBy Princess Sarah T. Pare’

2. THE LINE POSTULATETHE NUMBER OF POINTS POSTULATETHE PLANE POSTULATE

3. THE LINE POSTULATE

4. For any two different points, there is exactly one line that contain both points.

5. Fig. A

6. THE NUMBER OF POINTS POSTULATE

7. A plane contains at least three noncollinear points.Space contains at least four noncoplanar points.

8. Fig B. FIG C.

9. THE PLANE POSTULATE

10. Any three points lie in at least one plane and any three noncollinear points lie in exactly one plane

11. Fig D.

12. THE END