Essay On Carl Jacob Jacobi

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Carl Gustav Jacob Jacobi, sometimes called Karl, was a German mathematician in the 19th century. His importance and role in mathematics was his contribution to several functions, equations, and theories. He created several things in math that are named after him. He was most famous for his improvement on elliptic functions. Although Niels Henrik Abel first discovered the function, Jacobi has always been best known for his addition to his work and different things he discovered.
Carl Gustav Jacob Jacobi grew up in Prussia. He was the second of four children. Karl was of the Jewish religion but his nationality was German. His father, Simon Jacobi, was a banker and his older brother, Moritz von Jacobi, was an engineer and later a physicist. As you can tell, part of his family was involved in mathematics before he even started. He was mostly taught by his uncle Lehman and by the age of 12 he went to the Potsdam Gymnasium where he was schooled. Although he was very young, after almost half of a year, Jacobi was promoted to the senior class because of his knowledge and learning abilities. He received high awards for his knowledge and perseverance in Latin, Greek, and history yet he excelled at mathematics. At that time, he tried at research on solving the quintic equation by radicals. His choices on career varied between philology and mathematics, leaning more toward philology. After a while, Carl Gustav Jacob Jacobi had to make a career choice in which he would devote all of his time and heart to. In the end, he chose mathematics and pursued more education to become a University professor. He chose to go to school longer after turning down an offer to be a secondary school teacher. He converted to Christianity, taught on the theory o...

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...alk of life and every career area even today. He wasn’t the most famous mathematician/scientist but he’s definitely one to be remembered and honored because of the many, many things he did for mathematics and its history.
I think Carl Gustav Jacob Jacobi was important to the history of mathematics because his depth in research helped mathematicians realize how the pieces fit together and altered their knowledge to agree with his. Students, teachers, professors, and employees can learn something from his perspective on life and the impact he made on the mathematics field and the world. He seemed as if he grew up tough and worked his way to the top without much help which is one thing that everyone can learn if they took the time to study him. If you want something and believe in yourself then eventually you’ll get it and could change the world one problem at a time.

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