Mathematical Impacts

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Mathematical Impacts
The art of mathematics is an intrinsic part of the many physical sciences which humanity strives to learn; it began as a way to explain the celestial guides, which became the science of astronomy and astrophysics. This essay will explain the use of math in astronomy, chemistry, physics, and their relation.
The study of astronomy is the oldest of the physical sciences it began as an inspiration. For the purpose of this essay, the study will begin with the ancient’s knowledge of this science. They had many different views on how those nocturnal guides worked. Many of these civilizations studied their arrival and departure along with the weather to understand their own existence. Humboldt (1849) stated, “Physical laws depend upon mean numerical values; which shows us the constant amid change.” This change was the foundation of time, time that would assist in measuring and explaining how those guides work. Boorstin (1985) explains that, “The first grand discovery was time, the landscape of experience.” He went further with his explanation of how important it was for humans to measure time, if it had been simple, humans would have, “lacked the incentive to study the heavens and to become mathematicians.” With the use of this curiosity, humans searched and learned how they worked.
Math had made it possible to understand this aspect of the cosmos, yet there were some differences on how they really worked. The Greeks were the first to “propose explanations for the motions of astronomical objects that relied on logic and geometry” Bennett, Donahue, Schneider, and Voit (2004).
Math, helped explain, and defy the beliefs held for many years. The Greeks created a geocentric model, which places the earth in the center of the universe. This was attributed, to Thales (c. 624-546 B.C.), which many other Greeks held to be true even after another Greek named Aristarchus (c. 310-230 B.C.) “Suggested that the Earth goes around the Sun, a view that ultimately prevailed, but until almost 2,000 years later” Bennett, Donahue, Schneider, and Voit (2004).
With all of this in mind, the mathematicians who followed these great men of genius will utilize the ideas and mathematical equations in search of the truth. It is important to understand that in order for these new discoveries be found, the evolution of logic, math, and other sciences, which derived from the mathematical ideals of the past. To put it in a better perspective of how these evolutions helped these advancements, it is important to understand that before the discovery of the telescope, calculations and logical premises made the old discoveries.

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