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"Just as everybody must strive to learn language and writing before he can use them feely for the expression of his thoughts, here too there is only one way to escape the weight of formulae. It is to acquire such power over the tool ... that, unhampered by formal technique, one can turn to the true problems." - Translated from Hermann Weyl's Raun, Zeit, Materie, 5th Edition. Berlin, 1923, S.18
For let the parallelogram ABCD have the same base BC with the triangle EBC, and let it be in the same parallels BC, AE;
I say that the parallelogram ABCD is double of the triangle BEC.
For let AC be joined.
The the triangle ABC is equal to the triangle EBC; for it is on the same base BC with it and in the same parallels BC, AE. [I. 37]
But the parallelogram ABCD is double of the triangle ABC; for the diameter AC bisects it [I. 34]; so that the parallelogram ABCD is also double of the triangle of EBC. Therefore etc. Q.E.D.
Hello Sir !
Welcome back to Trent, and another wonderful journey into the awesome world of mathematics ! I have a very important question for you: Are you able to take the position as president of Mascot for this year? This privilege and responsibility is offered to you since you fulfill the description of being an excited and very capable mathematician, more so than anyone else I know. Please let me know what you think, and I would be excited to hail you the new president of Mascot !
Regards,
Andrew