Life Is Not Naturally Interdisciplinary. It Is A Neutral

David Hilbert was a German mathematician whose research and study of geometry, physics, and algebra revolutionized mathematics and went on to introduce the mathematic and scientific community with a series of mathematical equations that have yet to be solved. Furthermore, his study of mathematics laid the groundwork for a variety of ongoing mathematic analyses, which continue to influence the world today.

Within the article titled “The Mistrust of Science” by Atul Gawande, the article is a written document of an address at the California Institute of Technology and describes the connection of science to every single human on Earth. This is done because the presenter defines science as “a systematic way of thinking” since science allows humans to contemplate beyond the information being given to them at any time, such as the questions may follow of how, when, where, why, and how? The presenter states the opinion that, no matter what major you are declared as or the type of occupation you hold, science is embedded into the way you are living, despite you not having any knowledge of certain science topics.

His discovery of calculus led the way to more powerful methods of solving mathematical problems. Calculus is an important type of math in which today we use for advanced engineering and

Isaac Newton is an outlier; he was unusually successful, but not in the way the average person thinks. Most people think that success is measured by wealth, but Isaac Newton wasn’t rich. He is an outlier because of everything he did for our understanding of science, math, and the world. He unlocked the mystery of the rainbow that no one has been able to solve for years! He developed the concept of gravity, and thanks to that, people know why they stay on the ground, why they aren’t just floating off into space, and why objects fall. Isaac Newton even developed the “Three Laws of Motion”, which 8th graders study in science. He grew up in a family with no background in science, yet through countless hours of

Geometry and Algebra are so crucial to the development of the world it is taught to every public high school in the United States, around 14.8 million teenagers each year (National Center for Education Statistics). Mathematics is the engine powering our world; our stocks, economy, technology, and science are all based off from math. Math is our universal and definite language “I was especially delighted with the mathematics, on account of the certitude and evidence of their reasonings.” (Rene Descartes, 1637).

Johannes Kepler: he first to fully explain the motion of the planets of our solar system, to fully explain the motion of the planets of our solar system, and he was the first to explain how the moon influenced tides he also influenced mathematics by forming some of the groundwork for integral calculus.

Although Gottfried Wilhelm Leibniz had no formal training as a mathematician, his contributions to the field of mathematics are still evident today. His results and work laid the groundwork for more thorough and rigorous treatments of calculus that would come later from various mathematicians. One of his most enduring legacies is the notations he used for calculus, which are still used around the world. Outside of mathematics Gottfried Leibniz made contributions to the fields of philosophy, law, and politics.

The physical world can understand through mathematics"(Math Open Reference). Pythagoras made a name for himself around the world with his teachings of mathematics. Another thing Pythagoras was famous for were his wise quotes. For example,... "Learn to be silent.

mathematicians. Till today, they are important because they have caused a significant impact on how we use math and any other subjects. Archimedes was one of the many ancient Greek mathematicians known from ancient history, he was considered the greatest mathematician of ancient times. Aside from being a Greek mathematician, Archimedes was also a physicist, inventor, engineer, and an astronomer. One of his many inventions was that he had determined the volume of an object with an irregular shape.

Out of many famous mathematicians that have impacted the study of math and science, Gottfried Wilhelm von Leibniz has affected both mathematics and science greatly. His influence in mathematics was his co-invention of calculus, and he contributed in the innovations of the theory of geometric envelopes and the binary number system. As a child, his IQ has been estimated as second in all of history. Leibniz also contributed to biology. He predicted the Earth's molten core, he introduced the notion of the subconscious mind, and invented the first calculator that could do multiplication. He created more mathematical terms than any other mathematician. He invented words such as function, analysis situ, variable, abscissa, parameter, and coordinate. Leibniz described himself as "the most teachable of mortals". (Fabpedigree.com/mathmen)

Science is the knowledge gained by a systematic study, knowledge which then becomes facts or principles. In the systematic study; the first step is observation, the second step hypothesis, the third step experimentation to test the hypothesis, and lastly the conclusion whether or not the hypothesis holds true. These steps have been ingrained into every student of science, as the basic pathway to scientific discovery. This pathway holds not decision as to good or evil intention of the experiment. Though, there are always repercussions of scientific experiments. They range from the most simplistic realizations of the difference between acid and water to the principle that Earth is not the center of

Biology is the study of living organisms, chemistry is the study of chemicals, physics is the study of the universe and its forces, so what is maths the study off? Well the online Oxford Dictionary states that maths is “the abstract science of number, quantity, and space, either as abstract concepts (pure mathematics), or as applied to other disciplines such as physics and engineering ( applied mathematics)”. A more scientifical website states that maths is “the science that deals with the logic of shape, quantity and arrangement”.

Knowledge must have background facts to be considered true and mathematics must use reason to justify their formulas or methods. For example, memorizing the area under a bell curve is very different from understanding how it is derived. Proofs are useful when proving mathematical concepts although they are not concrete and harder to understand. Creative aspects must be considered when trying to derive a difficult proof.

This book, ‘What is this Thing called Science?’ is assigned to write a review on the third edition which was published in the year 1999, 1st February by University of Queensland Press. This book is reflects up to date with day today’s contemporary trend and gives a basic introduction on the philosophy of science. This is a very comprehensive book explaining the nature of science and its historical development. It is very informative and a necessary reference when attempting to understand the how science has evolved throughout time. The book is also well organized, and each chapter is concluded with suggestions for further reading. This book is actually a review on the philosophy of science.

The scope of Natural Sciences is to create principles, theories and laws about the natural world. Natural Sciences theories and laws are based on a scientific methodology (hypothetico-deductive method ). The scientific method always tries to connect theory and observation, this is one manner to consistently organize our observation of the natural world . Experiments are often used in order to replicate aspects of the world in which we are interested. In fact, following this method before stating something to be true scientists needs first to arrange an hypothesis then make some tests in order to prove the theory and finally make up the law. Doing that we can say to acquire a proof and, therefore, good knowledge.