# WHY DO YOU NEED TO LEARN MATH?

Mathematics including go math grade 4 is a school subject that has been taught since elementary school. It is a science we study in high school, college, and then university. Over time, many high school and college students begin to wonder:

Why are we doing all these problems, integrals, finding X’s and stuff?

Why do we learn various equations and theorems?

Why all this knowledge about how to solve differential equations and trigonometric functions?

Indeed, not everything that students learn in higher mathematics, statistics, and mathematical modeling is actively used later in practical activities. An exception – go math grade 5. If you think about it, in everyday life, a person is unlikely to use the knowledge of how to calculate complex quadratic equations. After all, going to the store, we use simple calculations and the multiplication table of elementary school to calculate the amount of products. But in the modern world these calculations are made by calculators and computers.

The question arises, why do we study this, we do not need mathematics. However, this is a very erroneous opinion.

In this article, I will detail the role of mathematics in our lives. It will become clear to you that you cannot do without a basic knowledge of mathematics.

Professions related to mathematics

In today’s world, all professions use mathematical knowledge and formulas in one way or another. There is no area without mathematics: business, construction, science, politics, even art. Perhaps the only areas where there is no place for mathematics are poetry and painting.

Occupations that use mathematical skills including 6th grade go math include professionals working in finance. An accountant is a profession entirely devoted to mathematics. An accountant’s duties include: calculating wages, calculating tax deductions, and distributing bonuses.

Scientists use the most complex formulas for their calculations. You won’t become an expert in an exact science without knowledge of higher mathematics. The engineering profession is at the intersection of theoretical science and applied research. It is a person who, using theoretical scientific findings, creates new objects, devices, buildings, and materials. Projects, overwhelmingly, are created using numbers and complex calculations.

Astronomers use formulas to calculate the trajectory of celestial bodies. They predict solar and lunar eclipses for many years through their calculations of the movement of the Earth and the Moon.

A financier is a person who calculates profits and losses and analyzes the market. This profession requires a sophisticated mathematical background.

Biologists study the body, calculating the amount of proteins fats and other elements needed for healthy functioning of internal organs. Chemistry has a section devoted to new applications of mathematics to chemical problems – mathematical chemistry. In mathematical chemistry, they develop new applications of mathematical methods in which they can penetrate or solve a problem.

Programmers use sophisticated mathematical logic and algorithms to write the programs that make computers work.

But it is the physicists who need mathematics the most. There is a saying “mathematics is a tool for physicists”. All knowledge of Physics is based on calculating formulas, studied in all grades of school and in all courses of university. So that one becomes a good specialist in his profession. But schoolchildren ask, “Why do I need math if I am not a scientist, and I will be a driver.” The fact is that schoolchildren do not understand the main task of mathematics.

But students say, “Why do we need such complex knowledge if we’re not going to be professors and scientists?” And yes, they may be right, but math is used not only by scientists, but also by ordinary people in everyday life.

In adulthood, we will have a family. Perhaps we will be building our own house We will calculate the amount of material needed, in order to avoid unnecessary costs or shortages. Especially if one has a limited budget.

We will work and we will have a family budget. We will allocate our budget for the month in order to see the balance for travel, entertainment, or other purchases. Calculate how much we need to set aside to pay for electricity, utilities, internet, food, gasoline or public transportation, etc. Mathematics is found in our lives almost at every step, and in the daily hustle and bustle people just don’t notice it anymore. We calculate the time to leave home so that we will not be late for school or work. In the store, we check the change, whether it was given to us correctly. We analyze what grade we get for the year. Once again, math comes in handy.

WHY PEOPLE DON’T LIKE MATHEMATICS

However, the fact remains that not all people do not like mathematics and are not eager to learn it. One of the main reasons, besides the reluctance of the student himself, is a “bad teacher. About 50% of the love of a subject depends on the teacher. Teachers teach the same for everyone, but not everyone understands the first time. The teacher can not find an individual approach to everyone. It turns out that someone understands the subject well, and someone bad.

The student who doesn’t understand the topic doesn’t always ask the teacher to repeat it, so they can’t solve the problems. A person doesn’t like what they can’t do. Self-study textbooks are sometimes written in rather “complicated language” using only mathematical concepts. Reading a textbook, one can simply get confused as to what is being said and written in all the concepts and formulas. The second reason people don’t like math classes is that the discipline is quite complicated. In it, all the topics are interconnected. So let’s say you miss one topic or lecture and the next one is difficult to understand.

Russian textbook can be studied from the middle, but the textbook on algebra can not do so. After all, in mathematics, everything flows out of one another. So, a student who has been absent from school for a week or more because of illness or other reasons will not be able to understand what is said in the math class and will have to retrieve notes and practice additionally. Another fairly significant reason is that mathematics is a discipline where the student or pupil solves theoretical problems. In physics or chemistry classes, solving problems has a practical meaning. Let’s say certain forces and table values are given and it is necessary to calculate the flight speed of a ball or its range after impact. Such problems can be imagined and understood what happens and why they are tasks from life. Such problems are more interesting to solve and find the answer than math problems where you can’t even visualize what you need to find and don’t know what for. What is easier to visualize is easier to understand, and problems that can not be visualized in life are not particularly interesting to solve.

The main purpose of learning mathematics is that mathematics lays the foundation for thinking. Mathematics can also contribute to the development of algorithmic, systematic, critical thinking of students. This is especially important for children who are just forming an order of thought activity.

Logical thinking is a thought process using clear and concrete concepts in which reasoning does not contradict the laws of logic. Everything goes sequentially one after another. Logic is the basis of deduction. A method of logically constructing events based on available data.

Spatial thinking is a type of thinking activity during which spatial images are created and are operated to solve problems. Geometry contributes to the development of spatial thinking.

Abstract thinking is one of the types of human thinking, which consists in the formation of abstract concepts and operations with them. A person who possesses the above thinking will possess mathematical thinking. The definition of mathematical thinking is as follows: mathematical thinking is abstract theoretical thinking, the objects of which are stripped of substance, but they can be interpreted in any arbitrary way with only one condition: the relations between the objects must be preserved.

Engineers, architects, and many other specialists must have this kind of thinking.

Mathematics develops qualities such as perseverance attentiveness responsibility accuracy accuracy. All these qualities are undoubtedly useful in life to solve all kinds of problems. Daily problem solving teaches us that we should not be afraid of difficulties. No matter how difficult the problem is, it can be solved.

Mathematics is the science of relations between objects about which nothing is known, except for certain properties describing them, which are laid down as axioms in the foundation of this or that mathematical theory. Historically, mathematics was developed on the basis of operations of counting, measuring, and describing the form of objects. Mathematical objects are created by idealizing the properties of real or other mathematical objects and recording these properties in a formal language. Mathematics does not belong to the natural sciences, but is widely used in them, both for the precise formulation of their content and for obtaining new results. Mathematics is a fundamental science that provides the (common) linguistic means to the other sciences; it thereby reveals their structural relationships and contributes to finding the most general laws of nature.

Conclusion: Mathematics is not called the queen of sciences for nothing. Without knowledge in this field a person in the modern world cannot become a successful person, because in business and entrepreneurship are decided by numbers. Without mathematics you will not become a great scientist or a good engineer. Mathematics must be studied, you may not need the most complex formulas, but you need the skills that develop solving mathematical problems.

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