The value of knowledge is often defined through its application. An argument can be made that if knowledge isn’t recognized, there is no real value towards it hence it has no use. Therefore, it is important that we recognize and understand the importance of knowledge in the application of the real world. However several arguments suggest the idea that knowledge is valuable to a certain extent. Areas of knowledge such as Mathematics and History both provide valuable applications to the real world. Certain arguments however disprove this and try to suggest that both areas of knowledge can decline if not implemented into the real world. In this essay, I will be discussing the values and importance of two specific areas of knowledge (Mathematics …show more content…
Even in places such as kitchens to the satellite uses for television, mathematics is of great value. However many proven theories have been of no use to the real world. Pierre de Fermat is a mathematician who has been given credit for the development of infinitesimal calculus (Boyer, Carl B) although certain theories he had proven had no use to the real world. He conjectured that all numbers in the form of 22n+1 were prime (Freeman). However Leonard Euler disproved this. Euler was a Swiss mathematician who made important discoveries in many branches of mathematics such as the graph theory (Allen). Euler’s work on the number theory disproved some of Fermat’s overall conjectures (Number Theory). Fermat’s hard work and dedication was only disproved hence his number theory had no real value to the world. The value of his work was diminished and applied no real difference to the world. As time went on, the knowledge gained from his number theory deceased over time and was of no use. In today’s world of mathematics, Fermat’s theorem of number forms is of no discussion in modern education. It is important to realise that not all mathematic theories have uses in today’s world especially with how it has evolved with adaptations to technology. On the contrary, with the world changing everyday, conservative mathematic theories are still practiced to this day thus …show more content…
History has always taught us not only to learn from the past mistakes, but also to assimilate the wonderful experience of past achievements.. Looking at the Chernobyl disaster, one can confirm that society has indeed learnt from past mistakes. The Chernobyl accident in 1986 was the result of a flawed reactor whilst undergoing power failure experimentation. Hence, steam explosions and fires released at least 5% of the radioactive reactor into the atmosphere. Overall 31 people were killed. The incident could have been avoided if the nuclear factory complied with certain rules, provided a safe evacuation method and plan ahead. Despite this, there have been major changes that have been introduced in order to prevent such incidents from reoccurring. Ensuring the safety of nuclear power plants and of the need for strict compliance with international safety requirements during the design, construction and operation have been of major importance (Lessons Learned from Chernobyl). The Chernobyl Exclusion Zone was a measure created to evacuate the population from the most contaminated areas (Lessons Learned from Chernobyl). These precautions and safety concerns have been addressed proving that knowledge can be applied to also protect people. The world has now learned how to make itself safer from unexpected nuclear
He found the first “reliable figure” for π(pi) (Source A). In ancient Greece, the crude number system was very inefficient, and Archimedes made it easier to understand and count to higher numbers (Source B). Finally, he used the first known form of calculus while studying curved surfaces under Euclid, not to be later worked on for 2,000 years by Isaac Newton (Source A).
Three Mile Island is a nuclear generating station located in a destitute area in Dauphin County, Pennsylvania. With a couple thousand people living near this power plant, it was common for people living nearby to work here. During the 1970s, the Nuclear Regulatory Commission started making changes as a result of some accidents that were occurring recently. On August 3, 1978, D. F. Hallman, who was working for Nuclear Services, wrote a memo to B. A. Karrasch, a manager at TMI, explaining important changes that needed to be done to the reactors so another accident wouldn’t happen again like in Toledo. Through unprofessional and improper communication, the memo failed its purpose and a nuclear meltdown happened on March 28, 1979, seven months after the memo was sent.
If we look at chernobyl, future generations installed safety features into nuclear reactors that prevents them from melting. We learn from our
Without it, society will never function as it rightfully should. Knowledge should be valued, without it then society is missing a much needed piece of essential material.
In about one hundred years thanks to the invention of the printing press, humanity grew in knowledge so that the entire world as we know today, was practically achieved by then. In document 10, The Mathematical Papers of Isaac Newton by Derek T. Whiteside, …” He read and made notes on Galileo’s Dialoges… and Descartes’ Principles of Philosophy….As we turn the pages of his notebooks we can see his mind leap from summaries of his readings to his own principles and results... He began to think of gravity as a force extending as far as the moon...in those two years, a mathematician was born.
Homer’s equation is very close to disproving Fermat’s Last Theorem, however, because of this margin of error it does not. This is only the first mathematical reference to topics we have discussed in class that is given in this scene of the episode. In the same scene of the episode, the fourth equation Homer writes on the board refers to topology. In the sequence written, Homer tries to turn a torus into a sphere.
Yet, this summer, as I slaved through my precalculus class at Cabrillo, watching my precious three months tick away, something incredible happened. I got it. Math is incredible because it all relates to itself, like a snake eating its own tail. Take Euler’s identity. It takes a number you’ve been working with forever, and links it to something you would never expect (a complex imaginary function), in a single, concise identity.
Methods of Rationalism by Plato and Descartes Philosophy has had an impact on mankind for thousands of years. This topic attempts to answer questions about the everyday world, and how things are the way they are. In Philosophy, there are many different topics that are discussed. These topics include Epistemology, Ontology, Ethics, Political and Social Philosophy, Aesthetics, Logic, and more. The topic that will be discussed in this paper is Epistemology, or the study of knowledge.
Another man named James H. Rust who published a book called “Nuclear Power Safety” also agrees with Tucker that nuclear power should be on the fore front of science in todays society and not over looked because of all the safety concerns. Rust gives an honest opinion on what he wants the readers to get from the book and that is, “Given the fact that a reactor is not a bomb, and I hope the other chapters in this book will have at least convinced the readers of that one fact, there is still the possibility of escape of radioactive materials, both during normal operation and in case of accidents” (Rust, 36). Even a man who believes in nuclear power can not promise the public a completely safe nuclear plant that does not effect the people surrounding
The Human Race has always felt in need for having consensus and disagreement in what concerns to knowledge. “Robust” knowledge itself can be defined as a type of ability that allows humans to apply it in their own world of things and at the same time be able to make use of it. The Greeks referred to this type of knowledge as techne. This essay will focus on the knowledge requirements and how different areas of knowledge rely on both consensus and disagreement to achieve a robust knowledge. History and Arts both in general need so much consensus as disagreement, to create the common goal of achieving what is call a higher level knowledge.
1. Thesis Title Nuclear energy: it's efficiency sufficient to justify danger? 2. Thesis Description Thesis statement: Although nuclear energy has been proposed as a solution for our energy requirements it is not reliable because of issues regarding safety, nuclear waste storage. It is possible in a medium-long period of time to replace it with renewable energies.
Because of this fact, knowledge can be seen as a vital quality to
Whilst the knower’s perspective is always essential in the pursuit of knowledge, it’s essence is greater in some areas of knowledge than others. Perspective shapes both what we pursue in knowledge and it affects how we interpret pursued knowledge. Whilst the latter has greater influence over subjective areas such as the arts and history, the former affects even the pursuit of knowledge in more objective areas such as the natural sciences and maths. What’s more, for knowledge to be knowledge, there must be a knower. Each individual knower gains knowledge through the ways of knowing reason and emotion (amongst others); these ways of knowing shape and are shaped by our perspective.
Having the knowledge and basic skills of mathematics enables a person to make personal and economic decisions in everyday life. A person can still succeed without achieving
Theory of Knowledge Essay “Without application in the world, the value of knowledge is greatly diminished.” Consider this claim with respect to two areas of knowledge. In contemporary society, it is often argued that the value of knowledge is determined by its application to the real life situations. I am of an emphatic opinion that without application, the value of knowledge certainly abates.