Mathematic is a science that study quantity, structure, space and change. It looks for a model, patterns, create new conjectures and develop truth basing on a deductions from appropriately chosen axioms and definitions.

There is a discussion on mathematical items like numbers and points exist in nature or are created by human. One of the great mathematician Benjamin Price said that mathematics is “the science that draws necessary conclusions”. On the other side Einstein thought that “as far as the laws of mathematics refer to reality, they are not certain and as far as they certain, they do not refer to reality.”.

Mathematics originated from logical reasoning, counting, calculation, measurement and systematic studies like the ones of shapes or motion. We can say that mathematics has been a human concern since written record exist. First tough elements of mathematics appeared in Ancient Greek, in Euclid’s Elements. Mathematics developed in China (300 BC), India (100 CE) and in Arabia (800 CE). In a Renaissance mathematics starts to heavily interacts with and confirms a lot of new scientific discoveries and that effected in a rapid growth of this discipline and high interest which is present and evolved in today’s world.

It is used as a basic tool in many fields covering natural science, engineering, medicine and of course the social sciences. Applied mathematics is the branch that takes care of possibilities and ways to apply it in many different ways. For example thanks to it we have a statistics data. Mathematicians also took a clear mathematic path devoting themselves strictly to their study.

The word “mathematics” comes from máthÄ”ma (Greek) and means: study, science, learning and also has a narrow meaning – “mathematical study” which was present in Classical times. Adjective created from is strictly joined with learning experience and in Latin ‘ars mathematica’ was meaning literally ‘mathematical art’.

It is proven that even prehistoric people were able to count quantities like ones connected directly to time, days, seasons and years. Basic arithmetic followed naturally.

Generally mathematics can be divided into studies of quantity, structure and space and of a change for algebra and analysis. There are also other main links that goes out of mathematic tree that are: logic, foundations theory, empirical mathematics (mentioned above applied mathematics) and most recent studies on theory of uncertainty.

Since a strong math foundation may be desired for students at least in the early years, the internet has been filled with courses of such relevance in website texts and videos. Many schools may be reputed to provide instructions which may not be really grasped except by the ones really attentive and sharp. Some of the reasons for a poor performance in mathematics may also result from focusing too narrowly on one aspect. The different branches of mathematics that are taught as basic knowledge required for professional workmanship before you specialize are Arithmetic, Algebra, Geometry and Probability. Although not a part of the primary level education, probability can be a new area of problem once encountered in the higher grades. As for the performance in examinations, it is imperative that a student is well prepared with the required knowledge. Starting with simpler examples and gradually increasing your potential to solve tougher problems is the key.

Basic mathematics is focused on one thing, that a student should learn the basics of mathematics. So this type of mathematics is based on formulas. There is only one way to get mastery over this type of mathematics, that is, focus more on concepts, practice the sums and try a few other variations of the sums. This will help you to get hold on mathematics very quickly. Basic mathematics is all about learning and practising. So follow the above rules. If you are in a higher class or preparing for some entrance examination, the techniques will be different for you.

Entrance examination mathematics basically is focused on eliminating students so that only quality students can be selected. Most of the question will be so tricky that one can easily be confused. The best way to solve entrance examination questions is, that always know that there is always a quicker and trickier approach to solve the problem. Try to even figure out the answer by attempting the options rather then solving entire detailed question. So, now you may have got the idea how basic mathematics is different from the higher level mathematics or entrance examination oriented mathematics.

One should also be aware of the wide importance of Mathematics, and the way in which it is advancing at a spectacular rate. Mathematics is about pattern and structure; it is about logical analysis, deduction, calculation within these patterns and structures. When patterns are found, often in widely different areas of science and technology, the mathematics of these patterns can be used to explain and control natural happenings and situations. Mathematics has a pervasive influence on our everyday lives, and contributes to the wealth of the individual.

The study of mathematics can satisfy a wide range of interests and abilities. It develops the imagination. It trains in clear and logical thought. It is a challenge, with varieties of difficult ideas and unsolved problems, because it deals with the questions arising from complicated structures. Yet it also has a continuing drive to simplification, to finding the right concepts and methods to make difficult things easy, to explaining why a situation must be as it is. In so doing, it develops a range of language and insights, which may then be applied to make a crucial contribution to our understanding and appreciation of the world, and our ability to find and make our way in it.

Increasingly, employers are looking for graduates with strong skills in reasoning and problem solving – just the skills that are developed in a mathematics and statistics degree. Mathematics led to the perfect ratios shown in Renaissance painting. The study of astronomy in the early times of its inception demanded the expansion of our understanding of mathematics and made possible such realizations as the size and weight of the earth, our distance from the sun, the fact that we revolve around it, and other discoveries that allowed us to move forward in our body of knowledge without which we would not have any of our modern marvels of technology.