Introduction to the Special Theme: Maths for Everyday Life Essay Example
Introduction to the Special Theme: Maths for Everyday Life Essay Example

Introduction to the Special Theme: Maths for Everyday Life Essay Example

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  • Pages: 4 (1065 words)
  • Published: June 16, 2018
  • Type: Article
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Jouko V¤¤n¤nen and Ulrich Trottenberg present a special theme on "Maths for Everyday Life". They note that mathematics is no longer limited to large-scale applications for predicting weather and calculating parameters for industrial processes or marketing strategies, but has become ubiquitous in our everyday lives. For instance, mobile phone technology relies heavily on fundamental areas of mathematics such as analysis, algebra, and number theory. The authors highlight that mathematics is, in principle, inexpensive.

According to a classic joke, all a mathematician requires is some paper, a pencil, a cozy seat, and a rubbish bin. In addition, the standard for achievement in mathematics is commonly agreed upon across the board, making it a desirable "investment." Furthermore, a mathematical outcome holds true indefinitely.

Presently, elementary mathematics heavily relies on Baskhara, which forms the foundation of the subject. Howeve

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r, one disadvantage is that the outcomes are often not immediately advantageous, thereby posing a risk. This discourages individuals from investing in something that may not prove to be useful for several centuries. Nevertheless, the gap between theory and practical application is diminishing progressively. Mathematics can be likened to a pyramid.

The internal structure of mathematics allows us to build the top higher only by extending the width of the base. Differential equations, numerical analysis and linear algebra are useful tools for modern applications of mathematics.

The extensive application of mathematics is evident in large-scale industrial projects and the constantly expanding electronic infrastructure that encircles us.

Although we have a detailed understanding of the complex structure of three billion DNA base pairs, the mathematics behind it still remains a challenge. Surprisingly, our comprehension of the whole univers

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and its celestial bodies, including their history from inception to the present day, surpasses our understanding of our own genes and bodies. Hence, what distinguishes the hereditary information stored in DNA from our understanding of heavenly body movements?

The reason why simple equations can encapsulate some things but not others is unclear. There may be a fundamental difference in the nature of these things, with one being governed by chance and algorithms in a world of digital data, where continuous methods do not apply, and the other being more susceptible to study in terms of equations. Cryptography is another well-known instance of mathematics in society, used to encrypt data for public transmission while keeping the content secret.

In certain situations, it may be crucial for one party to decode a protection system created by another party. For instance, certain businesses may desire to analyze credit card purchase data to glean insights into consumer shopping habits, while some governments may want to do the same for behavior patterns that they perceive as potentially suspicious. Cryptography represents a typical instance of digital mathematics, which has gained universal significance in nearly all fields of study as an outcome of computing advancements.

The perception of fields of mathematics, like number theory, has significantly changed as they were considered to be purely theoretical with no practical applications before. This change affects how people view these fields today.

The proliferation of microprocessors has made powerful computing accessible in our homes, classrooms, and scientific laboratories. While most people don't need to comprehend the rapid microsecond processing that occurs, rejecting the importance of mathematics can lead to a sense of unfamiliarity or

fear towards the evolving technological landscape.

Having a fundamental understanding of mathematics is a crucial method for comprehending and embracing the significant aspect of modern existence - the surging dependence on interpreting digital data. The notion of basic knowledge relates to attaining knowledge regarding mathematics. This directs us towards the domain of mathematical education. Even though education is not exclusively an application of mathematics, it has become exceedingly significant in the world of mathematics.

Upon the release of the OECD's PISA results, individuals often question why select countries consistently excel in 15-year-old mathematical aptitude. Though this inquiry is complex, it is undeniable that math education will encounter significant obstacles ahead, particularly due to the technological upheaval catalyzed by computer advancements over the past five decades.

Although computers are frequently used for various tasks such as gaming, communication, word processing, and internet browsing, it is worth considering whether they are being utilized for mathematical purposes. It is crucial to evaluate whether schools teach students about mathematical modeling - a rigorous problem-solving approach - or algorithmic thinking - which involves presenting mathematics in a way that can be managed by computers. There is significant scope for improvement in curricula, textbooks, and daily activities within educational institutions. The current focus of discussion centers on Mathematics for Everyday Life and presents a compilation of relevant math projects that have either a direct or indirect impact on our day-to-day existence.

Our focus initially lies on projects relevant to healthcare, followed by the related subject of image processing. Next, we delve into a current major concern - weather, which is a prime example of large-scale computing. Its impact is quickly

apparent when the beach is transformed into a swamp, despite contradicting weather forecasts. Lastly, we showcase three transportation projects concerning ships, trains, and cars.

  1. In the section on society we touch upon topics like rating, trading and immigration. We also include two articles on the topic of mathematics education.
  2. The special issue ends with an article on a little mystery inside mathematics. Mathematics are very important in our daily lives. People use a lot of what they were taught in school without even thinking much about it.
  3. Area Retiling a floor or seeding a lawn may be done by figuring the size of the area and amount of supplies needed. Percentages
  4. Being able to figure out percentages can come in handy when faced with store sales or nutrition labels. Fractions
  5. Road signs and recipe books have fractions, telling us the distance to our destination or how much of an ingredient to put in a dish. Addition and Subtraction
  6. Adding up the prices of groceries as you shop or calculating monthly bills requires mathematical skills. Geometry
  7. Placing pictures on a wall and making certain they are hanging straight takes some knowledge of geometry. Playing the Odds
  8. Some people who play the lottery use mathematical skills to try to determine the probability of their winning the Jackpot. Division
  9. Splitting a restaurant bill between friends uses the mathematical skill of division to determine who owes what.
  10. Two polio vaccines are used throughout the world to combat poliomyelitis (or

polio).

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