It seems natural that the majority of the population knows almost nothing about mathematics and that their relation to math is limited to the four rules. This distance contrasts with the importance of mathematics today in society.

Mathematics is at the center of our culture and its history is often confused with that of philosophy.

Just as the cosmological and evolution theories have exerted considerable influence on the conception that humans have of ourselves, the non-Euclidean geometries have allowed new ideas about the universe and theorems of mathematical logic have revealed the limitations of the deductive method.

There is also mathematics in art. Since Pythagoras, the most famous mathematician, discovered numerical reasons in musical harmony, the relationship between mathematics and art has been permanent. These aspects of mathematics make them a bridge between the humanities and the natural sciences, between the two cultures.

Mathematics has a number of very useful benefits to our mind if we go into its study. It develops our reasoning, helps us to have analytical thinking, quickens our mind, generates practicality and also its use can be applied in the day to day.

The mathematics is present in our daily lives. For many students, math is boring, abstract, lacking in creativity, complex and very difficult to understand, hence the typical expressions of “I am of letters” or “Numbers are not mine.” However, it is a subject that is part of the study of our children and as such should be an effort for compression, which usually involves constant practice.

If you think that you are not able to help your child with mathematics, lessons from a math tutor, in that case, would be the right solution. In addition to the knowledge that these professionals have, they also know the methodological procedures in the transfer of knowledge, and that is very important.

## Benefits of Mathematics for Education

As boring as math may seem, her study translates into benefits for education and for our life in general as:

**Math helps us to have analytical thinking**. We could define it as the thought directed to decompose the arguments in its premises or expressions that compose it, to see the relations that exist between them and their conclusion, in order to judge its veracity or reliability of the same.

This is what we do when we do a mathematical problem: collect the data, break down its premises, observe the relations that keep or systematically solve their parts in a rational way. If we are able to understand mathematics and arrive at logical solutions, we will be able to prepare our minds when we have real problems.

We can look for the best logic, see the possible solutions and relate the data we have to reach the conclusion.

**Analytical thinking develops the ability to investigate and know the truth about the world around us**

## Why Study Mathematics

In many disciplines, the history of the twentieth century tells of the introduction of more and more mathematical and statistical techniques. Mathematics has been established as a universal ingredient in the understanding of the world, and is the language used in conveying this understanding. Now, in the twenty-first century, higher mathematics and statistics are not just tools for physical scientists and engineers, but also of crucial importance in business, economics, social sciences, medicine, and many other fields. Many mathematicians delight in the aesthetic appeal of their subject; however, it is ultimately the application of mathematics that makes it a critical element in modern civilization.

Statistics is a subfield of the mathematical sciences. Its applications to new technologies and big data are so numerous that it warrants its own major; however, to study statistics is essentially to study mathematics.

When we refer to “mathematics” or “the mathematical sciences,” statistics is included in those categories.

Many students may find that their interests span courses from both the mathematics and the statistics & data science programs, and we encourage you to explore both!

### Why declare a math or statistics major?

Undergraduate training in the mathematical sciences is an important step along many career paths. It is essential for those who intend to continue toward a graduate degree in mathematics, applied mathematics, statistics, or computer science.

Admissions committees for graduate studies in astronomy, physics, engineering, economics, or finance often prefer students with undergraduate mathematics majors (together with the proper minor) over students who have majored in their own subject.

Some University of Arizona mathematics graduates have also used their degree as the first step toward professional degrees in law, medicine, and even divinity.

The mathematics department offers majors in mathematics or in statistics & data science. These majors are not just a path toward graduate education. Mathematical training is training in general problem solving.

Many employers recognize this fact; they also recognize that a bachelors degree in mathematics or statistics is proof of an ability and willingness to work hard. Many of our majors have found success by completing more than one major.

Double majors in mathematics and science, mathematics and business, among others, prepare graduates with enhanced ability to compete well in the job market.

Mathematics and statistics majors are advised to develop both computing skills and communication skills during their time as a student. Computing skills are increasingly important in today's society.

Experience using graphing calculators and standard mathematical software packages, programming experience, and experience using the internet are extremely useful.

And in virtually any type of position, the need for good communication skills is paramount.

### The math community at the UA

Let us not forget one of the main reasons for becoming a mathematics or statistics major. It is fun! Our programs afford students plenty of time to link their mathematical interests to other intellectual endeavors. Students who combine mathematics, computer science, and another area will find themselves with many options when they graduate with an undergraduate degree.

The Department of Mathematics created the Math Center to ensure that our mathematics and statistics majors have a home base to turn to during their undergraduate studies. One of our goals is to integrate the undergraduate mathematics and statistics majors into the intellectual life of this university and this nation.

The working mathematician is involved in three areas: the creation of new mathematics, the application of mathematics to solve real-world problems, and the teaching of mathematics.

Many of our undergraduate mathematics majors are able to perform these same activities during their undergraduate years through various research and teaching/tutoring opportunities and summer internship opportunities.

Department of Mathematics, The University of Arizona 617 N. Santa Rita Ave. P.O. Box 210089 Tucson, AZ 85721-0089 USA Voice: (520) 621-6892 Fax: (520) 621-8322 Contact Us

## Why is Math So Important?

The most frequent word one hears today in all education and business circles is STEM. We need to educate all students in the fields of science, technology, engineering and mathematics (STEM) in order to be competitive in the 21st century global economy.

This issue has gained significant momentum over the last few years and is reaching critical mass but we still have a long way to go in raising the level of our education and student achievement in these fields in order to fulfill the increasing demand for qualified employees our corporations and universities need in the Information Age.

No matter which way I look at it, math came first and foremost and was at the core of my success. Science, technology and engineering, so essential to the future success of our country, cannot thrive without practitioners having a solid mathematics foundation.

The importance of a solid mathematics education goes much beyond the current conversation of improved proficiency on test scores. I have used the word mathematics very frequently in my education and career but never until recently thought about the actual meaning of the word.

Once I looked from an Etymology perspective, I found interesting literal definitions in two ancient languages. In Greek, it is “learning.” In Hebrew, it’s root is “thinking.”

They tell us that mathematics gives us the critical ability to learn and think logically in any field of endeavor. The skills of learning today are more important than knowledge, which is so readily available on the Internet.

The illiterates of the 21st century will not be those who cannot read and write, but, rather those who cannot learn, unlearn and relearn.

-Alvin Toffler

A solid foundation in mathematics and science develops and hones the skills of posing hypotheses, designing experiments and controls, analyzing data, recognizing patterns, seeking evidence, conclusions and proof, solving problems and seeking absolutes, while being open to new information.

Studying mathematics not only will develop more engineers and scientists, but also produce more citizens who can learn and think creatively and critically, no matter their career fields. The workforce of tomorrow, in all fields, will demand it.

### How Can We Improve Math Education?

Teaching methods used today stress memorization and the use of calculators. Students are taught by rote instead of analyzing and understanding, with the primary focus placed on test scores. Test scores are essential but not sufficient.

If we believe that the objective of a quality education for our children is to develop the skills associated with learning and thinking, we need to do much more.

New and innovative learning programs need to be implemented, integrating available technology to stimulate students' creativity, imagination and confidence.

They need more hands-on and effortful learning in order to spark their curiosity and enjoyment of learning.

## Why Is It Important to Study Math?

Credit: PeopleImages Getty ImagesAdvertisement

Today is a very special episode of the Math Dude. To begin with, it’s episode 300. And because we humans have 10 fingers, we love to give special meaning to multiples of 10. But while that’s fun, it’s not the big news of the day or what makes this episode special to me. The big news is that this 300th episode is my last. Between my day job as a physics and astronomy professor and my day-and-night job of being “Dad” to an awesome and bustling 3-year-old, my free time for Math Dude duties has dwindled. And although I will surely miss all of you math fans, after seven years on the job, it's time to say goodbye.

But before I go, I have one more thing to say—and I think it’s the most important thing I’ve ever said on the show.

It’s not something that I would (or even could) have said when I wrote the first episode seven years ago, because I wasn’t yet a father and so I wasn’t yet watching somebody discover the world for the first time.

So please take a few minutes and listen, because I think this is something that everybody who has kids or might have kids or works with kids or might work with kids should know.

Here it is: Math is a playground … so play! Allow me to explain.

**»Continue reading on QuickAndDirtyTips.com**

## Why Do We Study Mathematics?

There are many answers to this question. Some would think that it’s just to pass the next quiz or final examination so they can move on to the next course in their program of study. Others will say it is totally unnecessary; and still others will claim they need math to balance checkbooks or for a promotion… There isn’t a single answer that fully addresses the question, but there are many reasons that every student will come to appreciate math as they move forward with their academic endeavors.

**Using Math in Everyday Life**

Mathematics is an essential discipline in today’s world. It is a powerful tool for understanding the world around us and our perspective of the important issues facing us as individuals, families, businesses, and nations.

Math surrounds us; we see and use math skills and capabilities every day–from balancing our checkbooks to advertising agencies to doctors; from retailers to builders, lawyers and accountants. Everyone needs some level of specific mathematics knowledge.

Most professions use math to perform their job better and to get ahead in the world.

**Analytic Skills Obtained from Math in School**

To succeed in college, there are general education mathematics requirements that help students develop critical thinking and quantitative analysis skills. Every university has general knowledge course requirements.

American Public University requires that all students complete at least three semester hours in their mathematics general education. These general education courses develop the skills that students need during their more specific program courses.

The general courses include computational skills, problem solving, data analysis, pattern recognition, and learning how to approach and solve complex problems.

Some mathematics courses are required as prerequisites for certain courses in your degree program. You won’t be able to register for and pass some upper-level courses in your degree program unless you learn the required math concepts used in those courses.

As an example, a student studying orbital dynamics must have a firm understanding of algebra and trigonometry, and a social scientist needs to comprehend the foundations of statistical analysis.

As you proceed toward your degree, you will find that you need the technical and computational skills learned during your mathematics courses.

**Technology and Logic**

Technology is changing rapidly and the basis of many of these technological changes is mathematics and logic. These changes are so rapid that it would be difficult to predict the skills that people will need in the future workplace or at home in the coming years. But a good basis in mathematics, statistics, and technology will keep you agile enough to adapt to the advances in technology.

Blending Historically Implied Math with Current Concepts

Mathematics has evolved over many centuries to help solve problems. Math teaches us to think logically; to identify and state the problem clearly; to plan how to solve the problem; and then to apply the appropriate methods to evaluate and solve the problem.

## The role of mathematics in the overall curriculum | International Mathematical Union (IMU)

Mathematics is a fundamental part of human thought and logic, and integral to attempts at understanding the world and ourselves.

Mathematics provides an effective way of building mental discipline and encourages logical reasoning and mental rigor.

In addition, mathematical knowledge plays a crucial role in understanding the contents of other school subjects such as science, social studies, and even music and art.

The purpose of this TSG is to investigate the role of mathematics in the overall curriculum. Due to the wide range of possible issues that could be addressed in this TSG, we plan to organize the papers and accompanying discussions into three key strands.

Firstly, we ask the question: why does mathematics hold such an important and unique place among other subjects? That is, what is the significance of mathematics in the overall school curriculum? As a point of departure we offer a few thoughts on why mathematics should be treated as an important subject in overall curriculum.

– Mathematics has a transversal nature. If we reflect on the history of curriculum in general, then mathematics (geometry and algebra) were two of the seven liberal arts in Greek as well as in medieval times. 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.

– Mathematics is applied in various fields and disciplines, i.e., mathematical concepts and procedures are used to solve problems in science, engineering, economics.

(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 is a part of our human cultural heritage, and we have a responsibility to develop that heritage.

Secondly, since mathematics provides foundational knowledge and skills for other school subjects, such as sciences, art, economy, etc., the issue of how mathematics is intertwined with other school subjects deserved to be addressed.

In some curricula, mathematics is offered independently to support the study of other school subjects as an ‘instrumental subject’, and in other curricula, integrated courses which combine mathematics and other fields are offered.

Thirdly, we may wish to reflect on the number of hours (proportion of hours) and/or courses allocated to mathematics when compared to the other school subject in the curriculum of each country.

In addition to this quantitative analysis, information about the qualitative description of school mathematics in relation to other subjects also needs to be gathered.

Although this comparison won’t show us the whole picture of why different countries attach the importance that they do to mathematics, the comparison may nonetheless provoke further discussion.

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