Leonhard Euler
Which mathematician has contributed the most to Calculus, Trigonometry and other mathematics? This is a question that has been debated for centuries. Pythagoras’ famous Pythagorean Theory formula might be the reason why some people think he is the greatest mathematician. Others claim that Plato has the highest mathematical importance because of his contributions in Calculus. Leonharde Euler, without a shadow of a question, was one of the greatest contributors to mathematics. Euler, who published over 800 books and essays on formulas and equations, is considered one of the greatest mathematicians from his time. Euler, a Swiss mathematician, invented many of the theories we now use in mathematics. Euler wasn’t just a mathematics genius, he also was a physicist and created laws and scientific experiments.
Euler was raised by his father and mother in Berlin. Euler graduated from the University of Basel with a Master’s Degree at an early age. He enrolled in the Navy after completing his studies. He was later a mathematician and physics professor at St. Petersburg Academy. Euler’s first textbook, Mechanica was published in 1736. The book summarized all government statistics and provided an analysis for the average person to understand. He was unable, for two years, to publish a novel due to the loss of his vision in his right. Euler was appointed Director of the Berlin Academy of Science and Beaux Arts in 1740. Later on, he was appointed Executive Director for Berlin Academy. Euler then had to leave Berlin Academy to move to Russia. In St. Petersburg, he was the director of the Academy. Unfortunately, he never recovered fully from the first surgery on his right. After that, both eyes were completely blinded. Euler contributed to mathematics despite being blind. (Weisteen)
Euler’s mathematical discoveries were his most famous achievements, despite the fact that he had knowledge in many other subjects. Euler knew the Trigonometry well and understood its concepts. With functions and Greek symbol Pi, Euler was able create theorems. Euler’s Identity Theorem was, for instance, one of the most popular formulas he created. This equation is used to plot points and explore distances on a linear equation. This is one of most useful and productive formulas for Trigonometry. Euler developed Euler’s formula which proved with intersections and cross-sections on graphs. Euler was also interested in scientific experiments. He studied the stars through a backyard telescope.
He studied the positions of the planets and stars every night. Euler loved to observe the movement of the moon and eclipses in the night. Euler used his experiments to discover and explain the Euler Bernoulli Theory. This theory describes how the moon moves in relation to the planets of the solar-system. He studied music as well as acoustic sounds. Euler was interested in the music and arts, as he studied the distances the sound waves traveled. Euler’s most famous contribution is his mathematical formulas. (Zackary, Blessed)
Euler died from a brain hemorrhage in 1783. He has made contributions in many areas, but is most well-known for his work on Trigonometry. His mathematical papers and publications helped him to disseminate his formulas and theorems. Euler’s mathematical contributions are studied and used to this day because the public has been educated. He wrote two novels just before his tragic death. Leonhardi Euleri Omina was his most famous work. It showed his mathematician, scientist and all of the other things he did over the years. It was considered one of most educational books published during the late 1780s. Euler also wrote Elements of Algebra. It explores addition and subtractions, as well as algebraic equations. Euler describes how to solve polynomial fourth-degree equations as the book advances. Euler died in 1865, but his novels still live on. (Dapper, Weissten)
Leonhard Euler was a great mathematician. He created equations as well as theories in Math and Science. Euler developed important formulas and theories using his understanding and knowledge of Trigonometry. He wrote and published many papers and books to support and prove his ideas. These books will ensure that his mathematical talents are never forgotten. In his prime mathematical years, Euler lost his sight and was no longer able to write Calculus-changing works. Even today, the beliefs of Leonhard Euler are studied and used.
