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    Paper One 2016 Jillian

    What proofs etc are on paper one that can be learned off by heart?

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      Proof by induction of De Moivre's, proof by induction in general is quite easy to just memorise and apply mindlessly. Proof by contradiction the irrationality of √2. Constructions of line segment size √2 and √3 too. That's all I can think of.

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