# Relationship and uses of maths in other subjects

I presume that the phrase "relations to other disciplines" would be taken, by most people, to refer to the uses of mathematics. The uses of mathematics. This session concentrates on the role played by other subjects in supporting mathematics the extent to which they already use mathematics in their own lessons;. • whether .. proportions, and the relationships between different metric units?. Free Essay: Maths and other subjects relation Mathematics and its importance Mathematics is a fundamental part of human thought and logic.

The National Science Foundation should assemble data about the degree to which research with a mathematical science character is supported elsewhere in the Foundation.

Such an analysis would be of greatest value if it were performed at a level above DMS. A study aimed at developing this insight with respect to statistical sciences within NSF is under way as this is written, at the request of the NSF assistant director for mathematics and physical sciences.

A broader such study would help the mathematical sciences community better understand its current reach, and it could help DMS position its own portfolio to best complement other sources of support for the broader mathematical sciences enterprise.

It would provide a baseline for identifying changes in that enterprise over time. Other agencies and foundations that support the mathematical sciences would benefit from a similar self-evaluation. Data collected in response to Recommendations and can help the community, perhaps through its professional societies, adjust graduate training to better reflect actual student behavior.

For example, if a significant fraction of mathematics graduate students take courses outside of mathematics, either out of interest or concern about future opportunities, this is something mathematics departments need to know about and respond to.

Similarly, a junior faculty member in an interdisciplinary field would benefit by knowing which NSF divisions have funded work in their field. While such knowledge can often be found through targeted conversation, seeing the complete picture would be beneficial for individual researchers, and it might alter the way the mathematical sciences community sees itself.

In a discussion with industry leaders recounted in Chapter 5the committee was struck by the scale of the demand for workers with mathematical science skills at all degree levels, regardless of their field of training. It heard about the growing demand for people with skills in data analytics, the continuing need for mathematical science skills in the financial sector, Page 70 Share Cite Suggested Citation: There is a burgeoning job market based on mathematical science skills.

However, only a small fraction of the people hired by those industry leaders actually hold degrees in mathematics and statistics; these slots are often filled by individuals with training in computer science, engineering, or physical science. While those backgrounds appear to be acceptable to employers, this explosion of jobs based on mathematical science skills represents a great opportunity for the mathematical sciences, and it should stimulate the community in three ways: This is already well recognized in the areas of search technology, financial mathematics, machine learning, and data analytics.

This will be discussed in the next chapter. In the past, training in the mathematical sciences was of course essential to the education of researchers in mathematics, statistics, and many fields of science and engineering. And an undergraduate major in mathematics or statistics was always a good basic degree, a stepping-stone to many careers. But the mathematical sciences community tends to view itself as consisting primarily of mathematical science researchers and educators and not extending more broadly.

As more people trained in the mathematical sciences at all levels continue in careers that rely on mathematical sciences research, there is an opportunity for the mathematical sciences community to embrace new classes of professionals.

At a number of universities, there are opportunities for undergraduate students to engage in research in nonacademic settings and internship programs for graduate students at national laboratories and industry. Some opportunities at both the postdoctoral and more senior levels are available at national laboratories Page 71 Share Cite Suggested Citation: It would be a welcome development for opportunities of this kind to be expanded at all levels.

Experiences of this kind at the faculty level can be especially valuable. In an ideal world, the mathematical sciences community would have a clearer understanding of its scale and impacts. In addition to the steps identified in Recommendations andannual collection of the following information would allow the community to better understand and improve itself: Perhaps the mathematical science professional societies, in concert with some funding agencies, could work to build up such an information base, which would help the enterprise move forward.

However, the committee is well aware of the challenges in gathering such data, which would very likely be imprecise and incomplete. This historical role supports the notion that mathematics has provided the mental discipline required for other disciplines. Mathematical literacy is a crucial attribute of individuals living more effective lives as constructive, concerned and reflective citizens.

Mathematical literacy is taken to include basic computational skills, quantitative reasoning, spatial ability etc. For example, the understanding of complex numbers is a prerequisite to learn many concepts in electronics. The complexity of those problems often requires relatively sophisticated mathematical concepts and procedures when compared to the mathematical literacy aforementioned.

Mathematics and architecture Mathematics and architecture have always been close, not only because architecture depends on developments in mathematics, but also their shared search for order and beauty, the former in nature and the latter in construction.

Mathematics is indispensable to the understanding of structural concepts and calculations. It corresponds to a proportion of 1: The dimensions of the various horizontal components of the elevation such as mouldings and cornices too were obtained from the diagonals of the various projections and recesses in plan. Extremely complex calculations are used to arrive at the dimensions of a building and its components. Modern town planning used the grid pattern extensively, and according to some, resulting in monotony and traffic problems.

- Relation and Uses of Mathematics in Other Subjects Essay
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The Role of Mathematics in Physics It took a long time in the history of humankind before it occurred to anyone that mathematics is useful — even vital — in the understanding of nature. Western thought was dominated from antiquity to the Renaissance, turn by turn, by Plato and Aristotle. Aristotle thought that the intricacies of nature could never be described by the abstract simplicity of mathematics.

A role that mathematics plays in physics not mentioned in the text is that mathematics is a really great way to get a very concise statement that would take a lot of words in English. The direction of the acceleration is the same as the direction of the net force. Exactly what all of this means is not important at the moment — what is important is that the statement above can be expressed mathematically as: The symbolism of mathematics can eplace a lot of words with just a few symbols. Mathematics as Concept Map: Physicists think differently — equations tell them how concepts are linked together.

For instance, this equation arises in the study of kinematics: Thus equations tell scientists how concepts are related to one another.

Mathematics as Mechanized Thinking: Once an idea is expressed in mathematical form, you can use the rules axioms, theorems, etc. If the original statement is correct, and you follow the rules faithfully, your final statement will also be correct. From a scientific point of view, however, if you start with one statement about nature, and end up with another statement about nature, what you have been doing is thinking about nature.

You could possibly figure it out without the help of mathematics, but mathematics makes it so much easier because all you have to do is follow the rules!

For instance, the theory of chemical bonding and molecular structure, rates and equilibria of chemical reactions, molecular thermodynamics, relationships involving energy, structure and reactivity, modeling of solvation, are swarming with problems whose solutions require sophisticated mathematical techniques.

The proposed workshop will foster that interaction since it will identify a number of important research issues which will benefit from a joint effort. For many universities the days when admission to a Chemistry, Chemical Engineering, Materials Science or even Physics course could require the equivalent of A-levels in Chemistry, Physics and Mathematics are probably over for ever.

Mathematics for Commerce Mathematical problem solving is an important technique for the solution of problems in any area of society. This paper aims to develop the ideas and concepts from Mathematics in such a way that the student develops their problem solving techniques in Mathematics and can apply the processes to Commerce.

This paper will give the student a sound knowledge of mathematical concepts and prepare them for the demands of level Commerce, mathematical and statistical papers at the University of Otago. Explore the use of formulae, relationships, equations, expressions and statistical techniques in a variety of contexts. Use number, algebra, probability, statistics and financial Mathematics in different situations and interpret their results.

Develop mathematical skills in number, algebra, financial Mathematics, probability, statistics and some curve sketching.

Gain and demonstrate an understanding and appreciation of problem solving techniques in a variety of contexts. It allows formulation and derivation of key relationships in a theory with clarity, generality, rigor, and simplicity. Mathematics allows economists to form meaningful, testable propositions about many wide-ranging and complex subjects which could not be adequately expressed informally. This rapid systematizing of economics alarmed critics of the discipline as well as some noted economists.

Math in economics can be extremely useful. Most of my own work over the years has relied on sometimes finicky math — It spent quite a few years of my life doing tricks with constant-elasticity-of-substitution utility functions.

And the mathematical grinding served an essential function — that of clarifying thought. They claim to believe only in what they call Nativties, yet at the same time they advocate mathematical precision in arcs of direction from a birth data correct to the minute.

What is a correct data to the minute but an Horary data. An Horary Figure must be exact to the minute, but a Nativity may or may not be, and still it would be a Nativity. Without the exact minute of a birth Tables of Houses are useless, and it is impossible to make correct arcs of direction.

The finer mathematics and spherical basis of Astrology, which calls for sidereal time, latitude, longitude, ascending degree, zenith, Tables of Houses and arcs of direction, aside from simple rules of arithmetic and approximated laws, belong almost exclusively to the Horary Branch of Astrology, which is not at all an ancient method, but is in reality a modern system but a few centuries old. I know that many minds will at first disagree with me in this assertion, but they had better not argue against my statement unless they wish to prove that they do not understand the subject.

Horary Astrology is generally considered to be a figure drawn for the answering of immediate questions. The self-same mathematical law, or rules are required for the casting of a figure for exact time of birth, as for the exact time of asking a question.

So far as the mathematics go, there is no difference. A large number of Astrologic students learn that and nothing more, consequently they are always floundering with mathematical problems, lordships and houses, and never really learn what true Astrology is.

Maths and Agriculture Within the broad concept of farming, there are two very important elements: At the root of both of these is mathematics. Mathematics has enabled farming to be more economically efficient and has increased productivity. Farmers use mathematics as a system of organization to effectively utilize their time and manage their money.

### Relationship between mathematics and physics - Wikipedia

Farmers use numbers everyday for a variety of tasks, from measuring and weighing, to land marking. I intend to explore some of the ways math is used in farming. One of the most frequently used math concepts on the farm is the use of proportions. Units and measurements used in farming are fairly unfamiliar to other areas.

We can use proportions to make conversions from the unfamiliar to the familiar. Land is measured in acres, for example. It is hard to understand the size of an acre because our minds are trained to visualize miles or kilometers.

We can use conversions to put an acre into perspective. There are 43, square feet in an acre. This is slightly smaller than the size of a Canadian football field, without the end zones. Other farm measurement terminology include quarters and sections. A quarter is acres and a section is 4 quarters. Professionals who work in grain elevators frequently use conversions.

Grain prices are often given per ton, but producers want to know the price per bushel. Agriculture specialists are required to do these conversions quickly and accurately. The agriculture community uses numbers to describe and grade seeds. Weights of seeds are generally expressed in terms of bushels.

Seeds are graded using numbers as well.

### How Is Mathematics Used in Other Subjects? | Sciencing

For example, spring wheat can be given a grade of 1, 2, 3, 4, or feed. Durum can be given a grade of 1, 2, 3, 4, 5, or feed. Barley can only be given a grade of 1, 2, or feed. Science and Technology Science and math are intimately connected, particularly in fields such as chemistry, astronomy and physics.

## Relationship between mathematics and physics

Students who can't master basic arithmetic skills will struggle to read scientific charts and graphs. More complex math, such as geometry, algebra and calculus, can help students solve chemistry problems, understand the movements of the planets and analyze scientific studies.

Math is also important in practical sciences, such as engineering and computer science. Students may have to solve equations when writing computer programs and figuring out algorithms.

Nursing majors may have great bedside manner.