Sunday, December 29, 2019

The Masses And The Dystopian Novel Elysium Essay

The connection between these texts is they all feature compliancy of the masses, and all feature in some form of dystopian worlds. The texts all feature varying forms of dystopia, Bioshock features a dystopia brought on by evolutionary war, whereas brave new world features a world where the state has unlimited control over the technology and the people that rely on it. Paragraph 1 In Elysium, the film has an imaginary space station called â€Å"Elysium† this station hold only the most elite people, everybody else lives in a worldwide slum down on earth. The people on earth all just try to survive those who have jobs are forced to preform back braking labour for a minuscule pay, most just accept this fact and occupy themselves with trying to survive. This is the compliancy of the masses and the dystopian element in â€Å"Elysium† the fact that all these people lie down and let the elitists walk all over them is depressing. The author seems to be suggesting that humans will always treat each other poorly and that as people get more power they are more willing to risk human life for their own benefit. And the author is also showing how if we allow the masses to become complacent with poor living conditions society will fall into dystopia. Mr Blomkamp made these ideas apparent by the use of grimy conditions in the film, he also showed the risk people are put in by having a man fully exposed to lethal amounts of radiation and his co-workers being forced to continue production without

Thursday, December 12, 2019

Euclids Facts Essay Example For Students

Euclids Facts Essay Euclid was born about 365 BC in Alexandria, Egypt and died about 300 BC. Euclid was best known for his treatise on geometry (The Elements). The long lasting nature of The Elements must make Euclid the leading mathematician of all time. But little is known of Euclids life except that he taught at Alexandria in Egypt. The ElementsEuclids most famous work is his treatise on geometry called The Elements. The book was a compilation of geometrical knowledge that became the centre of mathematical teaching for 2000 years. Probably no results in The Elements were first proved by Euclid but the organization of the material and its exposition are certainly due to him. The Elements begins with definitions and axioms, including the famous fifth, or parallel, postulate that one and only one line can be drawn through a point parallel to a given line.Euclids decision to make this an axiom led to Euclidean geometry. It was not until the 19th century that this axiom was dropped and non-Euclidean geometrys were studied. The Elements is divided into 13 books. Books 1-6, plane geometry: books 7-9, number theory: book 10, Exoduss theory of irrational numbers: books 11-13, solid geometry.The book ends with a discussion of the properties of the five regular polyhedral and a proof that there are precisely five. More than one thousand editions of The Elements have been published since it was first printed in 1482. The Elements HelpfulnessThe Elements were obviously helpful because Zeno of Sidon about 250 years after Euclid wrote The Elements, seems to have been the first to show that Euclids propositions were not deduced from the axioms alone, and Euclid does make other subtle assumptions. Other Publishing of EuclidEuclid also wrote Data, On Divisions, Optics and Phenomena which have survived. His other books Surface Loci, Porisms, Conics, Book of Fallacies and Elements of Music have all been lost. The book on Data had 94 propositions. This is why The Elements make Euclid the best mathematician. Famous Quotations by EuclidThere are 3 quotations that make him outstanding one is There is no royal road to geometry. Another was said while Euclid was teaching a young boy to read geometry What do I get from learning these things? So Euclid called a slave and said Give him threepence, since he must make a gain out of what learns.The last quotation was in the 5th proposition and it is that if a straight line falling on two straight lines makes the interior angles on the same side less than two right angles, the two straight lines, if produced indefinitely, meet on that side on which the angles are less than two right angles.