Given that if G and H are different points in plane R, then a third point exists in R not on GH.
In other words, it means we have three non-linear points say G, H, I (not on the same line) where these three points make a triangle i.e. ΔGHI and this triangle is on plane R.
Only one postulate can prove this fact that is:-
Postulate 1a: A plane contains at least three points not all on one line.
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I think it may be 14.1593% or something around that. If not, forgive me.
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revenue: $104 profit: $39
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1.5/3
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