A theorem in Projective Geometry implies that given any hexagon circumscribed about a circle, the lines joining the opposite vertices of the hexagon are concurrent. State the dual of this theorem. P...


Please, you dont need to prove the theorem or its dual. Thank you


A theorem in Projective Geometry implies that given<br>any hexagon circumscribed about a circle, the lines<br>joining the opposite vertices of the hexagon are<br>concurrent. State the dual of this theorem.<br>P<br>P3<br>Po<br>

Extracted text: A theorem in Projective Geometry implies that given any hexagon circumscribed about a circle, the lines joining the opposite vertices of the hexagon are concurrent. State the dual of this theorem. P P3 Po

Jun 03, 2022
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