What mathematical functions are there?

What is math?

Mathematics is one of the most important sciences of man, mathematics is considered the language of science because thanks to it we can graphically express abstract ideas and concepts, formulas, approaches and results.
Mathematics is an undervalued science, few students are really interested in this area and in fact a large number of students constantly ask themselves: What good will learning mathematics do for me?
But imagine for a moment what life would be like without math. There would be no numbers, there would be no additions, subtractions, of course there would be no computers and you couldn't even know what day you live on.
According to mathematician Ronald Brown, mathematics is the science of description, proof, and calculation. We use mathematics to represent quantities, formulas, and ideas that would otherwise be quite difficult or virtually impossible to do.
Mathematics is a fairly broad science so we can differentiate between different branches: geometry (related to lengths, areas and angles), arithmetic (which studies numbers), mechanics (which analyzes motion and shape) and stochastic calculus (the study of random phenomena).
Although each area of mathematics seeks to explain and demonstrate specific situations, the reality is that all branches of mathematics are closely related and of course each of these branches has arisen in particular periods of time, as a result of mathematicians seeking to answer a question.
There is no doubt that mathematics is of the utmost importance and although this science is quite complex for some people, or boring for many others, understanding its origin and how mathematics has evolved is quite interesting and could actually help you better understand it. science.

The origins of mathematics

Mathematics has accompanied man even before writing was invented, thanks to interesting archaeological discoveries it was discovered that merchants, artisans and peasants of the "fertile region" (Egypt, the Mediterranean Levant, Iraq and Iran) were the first in the humanity in having an accounting system. They did it by means of small clay objects in very varied shapes and sizes such as spheres, cylinders, and discs ...
In theory, these objects were used to represent a certain amount of various products: oil, animals, fabrics, clothing and grains, among other things. Although there is no evidence that they used these objects as currency, it is very likely that they were used to keep a record of the quantities of goods.
Incredibly, mathematics is not a science that arose in one place, in its own way, various civilizations throughout the ancient world developed their own forms of mathematics, this to calculate their goods, exchange products and even develop constructions in a fairly detailed way like for example the Mayans; civilization that had its own numbering system.

What is the origin of mathematics?

Discovering the true origin of mathematics is an almost impossible task, since as we have already mentioned, each civilization had its own way of performing calculations. However, thanks to various studies it is believed that the Egyptian people were the first to use mathematics so that the first math teachers were the Egyptians.

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But of course, Egypt was not the only civilization that used mathematics; In Mesopotamia, during the first excavations in the 19th century, Sumerian clay tablets containing cuneiform writing were recovered. They came either from the first Babylonian dynasty (1800-1500 BC), or from ancient Greece (600-300 BC).
The interesting thing is that these precious objects serve as a witness to the capacity that already existed then to solve equations of the second degree, that is, a polynomial equation of the second degree. It is truly amazing that the mathematical equations are older than the great pyramid of Giza.

Who is the creator of mathematics?

It is not risky to say that the first civilization to use mathematics was the Egyptian, however there is no specific date or person who can be assigned as the creator or inventor of mathematics, since this science has been an evolution logic of civilizations over time. That is, mathematics has emerged seeking to solve specific situations.
Maybe mathematics was invented to design the first pharaonic tombs, maybe they were used to calculate the merchandise of the wealthy pharaohs or that they were created by slaves as a simple hobby, it is impossible to know. What we do know is the next step in this important science.
Although the Egyptian civilization was the first to use mathematics, it did not capture and hide this knowledge, but rather shared it with other civilizations, thanks to archaeological discoveries, accounts of commercial exchange have been found, where there is talk of sacks of grain or slaves with the Greeks.


It was precisely in ancient Greece that Greek philosophers as well known as Pythagoras, Thales or Plato were pioneers in mathematics and of course they wanted to go further and used this science to try to unravel the mysteries of the universe.
These philosophers began to theorize and put into practice a particular branch of mathematics: arithmetic, called the science of numbers and the operations that are done with them.
Of course mathematics begins to spread and travel throughout the Empire until reaching Alexandria and its famous school. In the IV century a. C., Diophantus of Alexandria begins to approach algebra, the branch of mathematics that deals with quantity in general, presenting it by means of letters or other signs, that is, equations. Thanks to Diophantus of Alexandria we preserve the decomposition of a number into two identical squares.

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It is the main framework from which other branches of science are capable of making measurements and operating with the variables of the elements they study in such a way that in addition to being a discipline in itself, together with logic, it is one of the bases of knowledge. scientific.

When the independent variable x is part of the exponent or gives the base of a logarithm.

All the mathematical functions that exist. Polynomial functions are the functions that are defined by a polynomial. 190 km have been covered. By email press contact button mathematical functions.
15 0 2x 53 then x 190. There are several types of functions depending on where the x occupies. Bolivarian Republic of.
We are going to see each one of them. As its name suggests it is a function in which the independent variable is. F x a 0 a 1 x a 1 x a 1 x a n x n its domain, that is, any real number has an image.
C f x 53 then. Constant functions the criterion is given by a real number. Polynomial functions are those that x can only appear by adding, subtracting or multiplying other terms.
An affine function is one whose expression is a polynomial of degree 1 and is represented as f x ax b y by a line on a graph. Not all functions have inverses. This logical process applies to everything that is related to a result or effect, whether it is measurable or not in a quantitative way.

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Basic concepts illustrative examples. A quadratic function is a function of the type fx ax2 bx c so that ab and c would be the constants being a in any case different from zero in this way what is obtained is a parabola that can be open up or down depending on whether a has a value greater than zero or if it has a value less than zero. Mathematics is one of the most technical and objective scientific disciplines that exist.
Addition, subtraction, multiplication and division of functions. It can be multiplied by a number or raised to some exponent. A corresponds to the slope of the line and reports its inclination while b represents the independent variable.
F x k the graph is a horizontal line parallel to the abscissa axis. Let f and g be any two functions. Basic concepts mathematical functions in simple terms correspond to the common logical process that is expressed as depends on.
Let the functions be. Among the transcendent functions are the exponential function. All functions are necessarily classified within one of the two infinite sets of functions that they are.
Set of elementary functions formed by the polynomials the quotient of polynomials the radicals the trigonometric functions and their inverses the exponential and logarithmic functions as well as all the functions. According to its composition and its expression we distinguish between the various types of mathematical functions 1. You have to pay $ 25.
Those that have it are called invertible learn how we can know if a function is invertible or not.

Who is the father of mathematics?

The seventeenth century is undoubtedly the golden age of mathematics, and although this science already has a long way to go, it is precisely in this period that a character arrives whom we could consider as the father of mathematics: Sir Issac Newton.
We all know the story of the apple that falls on the head of a half-asleep Newton, a fact that leads him to discover the terrestrial attraction, and although this story has been decorated to make it more attractive, there is no doubt that it was the beginning of a revival for mathematics.
In the 18th century, the figure of Euler stands out, who dedicates his life to the study of functions and infinitesimal calculus. He makes a classification of functions and proves Fermat's little theorem ("if p is a prime number and if a is an integer not divisible by p, then a p – 1 - 1 is a multiple of p").
Nor should we forget Lagrange: in addition to his work on the calculus of variations, he is the forerunner of fluid mechanics, with the function of current and writings on the speed of a small wave in shallow water.

History of algebra

Once again mathematics took a big step when the introduction of the Arabic numeral system, the one we know today, arrived. The eleventh century marks the end of a period in which mathematics was practically forgotten, due to the great invasions and dogmatism, which kept consciences in the dark.
From the twelfth century, other interests emerged in addition to grammar, rhetoric or logic, which benefits mathematics. It is mainly in Spain where Arab sciences are learned, thanks to great sages such as Averroes or Avenzoar. In the 15th century, Jean Widmann d’Eger established the addition system with the symbols "+" and "-".
The French mathematician Viète, for his part, totally transforms algebra by introducing the use of letters (to symbolize known or unknown quantities) and by simplifying equations. He opens an important door to other mathematicians by applying algebra to geometry.
An interesting fact is that Viète was so passionate about the subject that he was asked to analyze the encrypted emails of the Spaniards during the Nine Years' War, which cost him the title of necromancer and sorcerer. Unbelievably, after so many years, knowing math still seemed like a mystical skill.
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