Archimedes was a Greek scholar born in 287 BCE in Syracuse, which is modern-day Sicily. His father was an astronomer, but not a very famous one, whose name was Phidias. Archimedes studied in the great ancient center of learning Alexandria, Egypt. He went on to study a broad range of fields in science and math such as hydrostatics, geometry, and calculus (Rorres, 1995). He also studied astronomy like his father and helped to invent the planetarium (Rorres, 1995). Furthermore, Archimedes is known as the father of integral calculus (Rorres, 1995). Archimedes is famous in part because he developed the method to measure the density of objects (Rorres, 1995). This method is sometimes known as pycnometry or as the Archimedes' Principle (Rorres, 1995). In addition to his work on calculating density, Archimedes invented many important things including advanced pulley systems and some war machines (Rorres, 1995). Archimedes is considered to be one of the greatest mathematicians of all time because of his many important discoveries. Apparently,...
"He realized that the amount of water that spilled was equal in volume to the space that his body occupied," (Day & Capri, 2002). Archimedes applied what he learned about the displacement of water to a variety of physical objects. Archimedes soon observed how different objects had different densities. When their weight is equal, objects with a high density will take up less space than objects with low density. Another way of phrasing the issue is, "the more mass an object contains in a given space, the denser it is," (Day & Capri, 2002).lives of Archimedes and Carl Friedrich Gauss, two of the greatest mathematicians of all time, through a point by point comparison of their childhood and education, mathematical contributions and the influence their work has on the science of mathematics. Childhood and Education Archimedes (287 BC to 212 BC) lived most of his life in Syracuse, Greece. This son of an astronomer and mathematician was born into a distinguished family and was
He invented a planetary system, which consisted of spheres, the earth being still at the center, and twenty-seven concentric spheres rotating around the earth. Actually, most of his accomplishments are difficult to explain at all to the nonprofessional, since they involve the complicated fields of math and astronomy. But, for those who work in those areas, Eudoxus accomplishments are extraordinary. However, what his work does is make the work today
Our semester plans gives you unlimited, unrestricted access to our entire library of resources —writing tools, guides, example essays, tutorials, class notes, and more.
Get Started Now