Development of Math- The Power of Mathematical Symbols

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Mathematics just as anything else innovated in our society is based upon the needs of mankind. As our society became more and more complex so did our need for mathematics. To simplify all branches of mathematics, symbols were adopted to express formulas and represent constants. In particular, Albert Einstein created one of the most famous formulas known to man today. This formula that has been cherished in the many fields of science for years is nothing other than E=mc2. In addition to one of Einstein’s most recognizable achievements to date, in this essay the symbol $3m will be discussed in great detail as well. Representing the largest physics prize to date, this gives physicists more motivation to expand what we know about the world we live in. Furthermore, I have also created my own symbol which I believe would be a great addition to the many mathematical symbols we see today. Now let us understand Einstein’s formula E=mc2.
Now to begin, Albert Einstein created what would be the world’s most famous and memorable equation which had the power to transcend the barriers of language and culture. On September 27, 1905 Einstein published a paper called “Does the Inertia of a Body Depend Upon Its Energy Content?”. This published paper was the last of four papers he submitted that year to the journal Annalen der Physik. His first paper explained the photoelectric effect, the second offered experimental proof of the existence of atoms, and the third introduced what we know today as the theory of special relativity. The last paper to be published introduced his formula “m=E/c2” which would later be tweaked to the recognized form we know today, “E=mc2”. 1905 remains to this day one of the most significant years in history for the field o...

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...ngle is a sum of 180 degrees. Utilizing the same concept when creating a symbol to simplify inductive reasoning we can declare deductive reasoning as a “top-down” concept and this could be used as an aid to declare a statement as using deductive reasoning. I chose inductive/deductive reasoning as my basis to creating a symbol because in the beginning of the semester I too had trouble understanding this basic concept. A simple symbol for both inductive and deductive reasoning I believe could be the answer to easily understanding this concept. Being that, on the next page I demonstrate to you as the reader what my symbols would look like to aid inductive and deductive reasoning. The power of symbols in mathematics have aided us for centuries and I hope what I introduce to you today could be used among the many others adopted in the ever-expanding field of mathematics.

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