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Archimedes Accomplishments

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Archimedes was a very mysterious person in which little is known about him. This is due to the fact that most documents surrounding him were destroyed years ago. However, historians still have some proof of who he was and what he did through writings from other people as well as his own. The major articles or books that were used to find information in this paper include first, “Early Life (“Archimedes”)” where details about his early life and death were described. Secondly, “Archimedes(C.287-212 BC)” where information about his major accomplishments like the cylinder theory was found. Then thirdly, the book “The Works of Archimedes” by Thomas L. Heath was used as a major source to find more in-depth information about his principles and …show more content…

First, Archimedes worked early on, on what “Archimedes considered his greatest achievement the geometrical relation between the spheres and the cylinder” (“Early Life Archimedes”). The theory he came up with in simple terms today states that a spheres volume and surface area is two-thirds of a cylinder. It also states that the sphere is four times the area of a circle. Secondly, Archimedes came up with his most famous principal “The Archimedes Principle”. In which states “Any object completely or partially submerged in a fluid is buoyed up by a force with a magnitude equivalent to the weight of the fluid displaced by an object”. (“Early Life Archimedes”) This principle in simpler terms simply means that any object that is submerged in fluid weight the same amount in the air. Archimedes’ third theory or finding had to do with the universe. Archimedes first used Aristotle research of the universe's vastness and then he began experimenting on his own. “Archimedes arrives at his conclusion: to fill space all the way out to the sphere of the stars requires one-thousand trillion trillion trillion trillion trillion sand grains. In modern powers-of-ten notation, the requisite number of sand grains would be written 1063” (Hirshfeld) The first part of the universal theorem for Archimedes had to do with filling up the universe all the way out to the sphere of stars this then was used when “Archimedes predicted that Earth’s orbit does not exceed 10,000 diameters. This led to the ending theory of the distance of stars: 10,00 Earth diameters = 10,000 earth diameters: 1 earth diameter” (Hirshfeld). The theory in simpler terms was basically how that the diameter of the earth does not exceed 10,000 diameters and that this, in turn, would be the measurement to the closest star to

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