Advantages mathematics


Many of us wonder about the benefits of mathematics in our childhood days. Many of us were not able to understand the benefits of mathematics beyond daily use in the calculation of simple numbers. Let us see in detail what are some of the benefits of learning math and marveled this arduous material at a young age.

The importance of mathematics is twofold, it is important in the development of science and two, it is important in our understanding of the functioning of the universe. And here and now it is important to individuals for personal development, both spiritually and in the workplace.

Math students living uniquely powerful tool to understand and change the world. These tools are reasoning, problem-solving skills and the ability to think in abstract ways. Math is important in everyday life, various industries, science and technology, medicine, economy, environment and development, and public decisions.

One should also be aware of the wide importance of mathematics and how it is advancing at a spectacular rate. Math is about patterns and structure; it is logical analysis, deduction, calculation within these patterns and structures. When patterns are often found in many different fields of science and technology, mathematics of these patterns can be used to explain and control natural happenings and situations. Mathematics has a lasting impact on our daily lives, and contributes to the wealth of the individual.

study mathematics can satisfy a variety of interests and abilities. It develops imagination. It develops in a clear and logical thinking. It is a challenge, with a variety of difficult ideas and unresolved problems, because it focuses on questions arising from complex structures. But it has also continued drive for simplicity to find the right concepts and methods to make difficult things easy, to explain why the situation will be as it is. Thus develops the range of language and insight, which then could be used to make a decisive 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 skills that are developed in mathematics and statistics degree

Let us look at some examples. The computing industry employs mathematics graduates; Indeed, many university computing courses taught mathematicians. Mathematics is used to create complex programming at the heart of all computing. Also cipher, a form of pure mathematics, applied to encode the millions of transactions that take place every hour through the internet and when we use debit or credit cards. Mathematics and computer science degree is a popular choice, and four-year degrees with the location of the industry are also available. The latter give graduates plenty of relevant experience to enhance their employability.

Mathematics led to the perfect proportions shown in Renaissance paintings. A study of astronomy in the early days of the beginning demanded the expansion of our understanding of mathematics and made possible such future the size and weight of the earth, our distance from the sun, because we revolve around it, and other discoveries that allowed us to continue in the body Our knowledge without which we would not have any of the modern wonders of our technology.

The computer itself is a machine based on the principles of mathematics, to be an invention so important as to bring economic revolution efficiency in data processing.


GED Math is hard?


If you are good with math, and GED math test is doable. If you hate math (or hate anything for that matter), you’ll have a hard time at 90 minutes GED math test.

What is the GED math test

Well for starters, the test is 90 minutes long. There are 50 questions. For half the class you can use the calculator as a test center provides. For the other half of the math test that you can not use a calculator. Forty questions are multiple choice. Ten questions have to be answered differently by using graph or perhaps the number line.

Four types of math questions

four types of math questions are number of operations, geometry, probability / statistics and algebra. Do these phrases strike a little fear in your memories of math? Relax, many college graduates felt the same way. (Strangely enough, my last year of college was Statistics. I did not enjoy it either.)

Mat GED math skills can be very important to you. Try to solve each of the four questions below to try to evaluate the (not fully) some math skills

Question -. Number of Operations

My outboard motor needs a gas: oil ratio of 50: 1 means that for every 50 shares of gas, I need 1 part of outboard motor oil. Gas tank for my outboard motor holds 6 liters and there are 128 ounces liter. I have 8 ounces outboard motor oil. How much more outboard motor oil do I need to buy?

  • 6 gallon X 128 ounces = 768 ounces
  • 768 ounces / 50 = 15.36 ounces motor oil needs
  • 15:36 ounces – 8 ounces of oil on hand = 7.36 ounces needed

Question – Geometry

The right angle triangle, if one of the corners is 70 degrees, what is the size of the third angle in degrees?

  • A triangle has three angles equal to 180 degrees (half circle). A right angle triangle has one angle equal to 90 degrees. 180 degrees – 90 minus 70 equals the third angle of 20 degrees

Question -. Probability / Statistics

You flipped a coin nine times and it came up heads nine times. In the tenth Flip, what is the probability that it will be heads?

  • No matter how many times you flip a coin, no matter how many heads you’ve got the order, which when you flip a coin is a 50/50 chance of getting heads or tails. Similar to the head 10 Flip is.5 (fifty percent)

Question -. Algebra

Solve for X in a statement. below

2x – 10 = 4 + x

  • 2x – x – 4 + 10 = x – x
  • x – 4 = 10
  • x – 10 + 10 = 4 + 10
  • x = 14

How can I study for the GED math test?

You need to assess your math skills. Mat math skills will help you determine both strong points and weak points in math skill sets phone. Then learn weak areas while maintaining the strength of strong spheres. You need a special approach to evaluate and improve, and test your math skills. You need help with GED math.

Here’s the best advice our GED math practice test help that allows you to pass the GED test.


CAHSEE Prep – Math Tips


The mathematics part of the California High School Exit Exam (CAHSEE) tests six main scope (called content strands). These areas are:

1. Number Sense

2. Data Analysis, probability and Statistics

3. Algebra Functions

4. Measurement and Geometry

5. Mathematical Reasoning

6. Algebra 1

These six areas making up the California academic content standards for grades 6 to 10. Since much of the material on the exam is different in nature it is important that students have a clear study plan when they start preparing for the math portion of the CAHSEE. Here are some simple tips study will help students maximize their learning time.

1. Learn one topic thread at a time. students should not skip around and learn the different content areas simultaneously. Instead, focus on one material strand at a time, learn that area, and then proceed to the next thread content.

2. Students should learn by solving job CAHSEE questions. This is one of the most important things that any student can do to really learn the CAHSEE. Students should not spend time reviewing the ideas in the text-book or watch the related class materials. Simply put, this is inefficient. The CAHSEE not tested every standard discussed in school and is not even to test all aspects of the standards that appear on the exam. Spend time solving practice problems ensures that students will not learn superfluous material. In addition, as students learn practice problems for more and more standards, their confidence will grow and this will improve their chances in general.

3. Make sure that the problem samples are standard-specific. Many companies that offer CAHSEE prep materials will be used questions withdrawn from the general test-bank practice material. These types of questions useless. The best sample questions will be directly tied to content specific state standard is tested especially CAHSEE.

If students follow these CAHSEE math tips that they will improve their chances of passing CAHSEE tremendously.


Easy Math Tricks


easiest mental math tricks are taught in many schools around the world, and the Internet is very conducive to the speed with which they are approaching. They are trying more because they are helping people solve what they have previously considered difficult math problems.

Studies have proven that easy tricks are very responsible for solving seemingly huge sums in record time. A spot check of some of them has revealed that acquiring the product between the number eg 345 672 and 11 may be less than six seconds. The simple trick lies in multiplying the number by ten and then adding the original number of the product. Of course, to meet such a large number triggers a negative chain reaction that would make one despise everything. It is obvious that after learning such simple tricks, people now respect the power of mental math tricks.

However, experts also direct reason for the high affinity of mathematics in what was previously non responsive people that the human brain. They are saying that in as much as easy math tricks are making things easier, the human mind is a super productive tool. This puts it in the position where it can easily process large amounts of information albeit slowly. The presence of these mathematical tricks have only served to increase the speed to get results. In other words, the brain is capable, just that it’s lazy.

The Easy Math mental tricks have found its way into the curriculum for young children. Most have been from ancient methods whose origin is East Asia. Experts also emphasize the use of the brain’s ability to process a lot of information within the shortest possible time. This, they noted, is going to develop a taste for mathematics while the brain is used. Mathematicians have maximum advantage of this ability of the brain, and the result is their being able to solve mathematical problems with minimal bare effort.


Easy mental math tricks are greatly affected many people liking math. Liking mathematics has tremendous benefits, health wise, to man. Internet is instrumental in ensuring that those who are interested are able to access the tricks, and they are also not to be limited to any age group. Speed ​​Despite these math tricks ensure that accuracy is also achieved. While some sites are charging for the provision of this information, others offer it for free. With the great number of things to choose from, learn basic ones is touted as the key to the development of others.


The history of mathematics


If you have taken the first years of the history of college course – or read through a basic history textbook – you may have noticed a small gap. It is only a thousand years or so

a long time, the history of Western culture was told like this :. About the fifth century BC, mathematics, philosophy and science developed, thanks to the work of some very smart Greeks such as Thales, Plato, Archimedes and Aristotle. Then Rome over Greece and Rome fell, it went dark for a thousand years or so. Then came the Renaissance on, and thinkers like Galilei and Johannes Kepler took up where the Greeks had in fact disappeared

Thanks to new historical research -. And wider understanding of non-Western countries and very rich spiritual culture development east of the Urals – this picture of the history of mathematics, philosophy and science is changing, slowly. But still, the teachers all too often skip over one of the most interesting stories in intellectual history – the way that mathematics and logic, including the best insights Greek logician, became the property of the Muslim countries in the long twilight period, from Rome’s fall to the Renaissance when most Europeans could no longer read Greek. Without the work of these great scholars of Muslims, math today might be very different animals. The Islamic Arab Empire, beginning in the eighth century, the world intellectual capital, and Arabic became the language learning to rival Latin. Some of the best mathematical reasoning in the world was done here.

We might as well start with Muhammad ibn Musa al-Hwarizmi (9th century), the Persian astronomer deeply learned in mathematics scholar of ancient India. From his name (in Latin form) we get the word algorithm, and from one of the titles of his algebra. It is right that he should be associated with the history of algebra – after all, his books preserved most of the ancient world knew about algebra (in addition to the brilliant his innovations), and his work helped to spread the use of Arabic numerals (the numbers we know and use day) to the West, so algebra lot more feasible. (To understand why this is important, imagine trying to do algebra problems while using Roman numerals: XIIa times XXVb equals c No, thanks ?.)

Then there is Al-Karam, as 1000AD found proof by mathematical induction – one of the basic logical maneuvers in math. Poet Omar Khayyam, writing in the twelfth century, laid the foundation for not Euclidean geometry. During this period, Muslim mathematicians invented spherical trigonometry, figured out how to use places with Arabic numerals (although decimal itself had long been invented by Hindu mathematicians), and developed cryptography, algebraic calculus, analytic geometry, among other things.

As important as any of these contributions, however, was the rescue of Aristotle’s text from obscurity by Arab scholars. For a long time in the Middle Ages, Aristotle was considered by Western intellectuals as one great thinkers of the world – but most of them had not read it. Few of his works that had survived the twin falls of Greece and Rome were available in sometimes poor or rather free handed and wrong, Latin translations, and many of his most important works were not available at all. Here and survived Greek script, but almost no one, at this point, could read Greek. (Widespread teaching Greek had to wait for the Renaissance -. Even famously learned scholars as the poet Petrarch struggled over it)

The same went seminal works as Euclid’s Elements, best known treatise on geometry. During this long period, when it was thought that these brilliantly logical works were gone forever, Islamic scholars kept their own copies of the translation. When European scholars began to travel to Spain and Sicily (then under Muslim rule) in the 12th century, these works and others were rediscovered in the West, leading to great intellectual ferment, including the theology of Thomas Aquinas – and understanding of logic that helped discipline of mathematics to survive and can thrive again in Western countries.


Being a Better Artist, scientist, mathematician, engineer, inventor, Leonardo Da Vinci


Leonardo Di Vinci, painter, sculptor, architect, musician, scientist, mathematician, engineer, inventor, anatomist, geologist, cartographer, botanist and writer, who was born and a symbol of the Italian Renaissance. He is known primarily for his paintings, among which include the famous Mona Lisa, the Last Supper, and the illustration of the Vitruvian man, which is seen as cultural elements in Europe, where coins, textbooks and bags have been built. Leonardo is more revered for his technical ingenuity, which he conceived ideas helicopter, a tank, concentrated solar power, a calculator. Leonardo had achieved so much in his life, and as a tribute to the great thinker I did some research and came up with clues that will bring us further towards how this great thinker the world.

genius Leonardo can be identified by understanding where he grew up, his experience, and also by how he digested the world around him. In this article I focus on the latter, how he digested the world around him, but the first two are obviously of paramount value to understand how he came to be. It all began in 1452, where Leonardo Da Vinci was born in Vinci Tuscan hill. Interestingly, Leonardo was not born with the name of the Lord, his name Da Vinci simply means “from Vinci,” marked by his birthplace. His father was fairly wealthy peasant and mother, and about his childhood, his father, who lived with had married four different wives. By the age of fourteen Leonardo apprenticed with the artist Andrea di clones, it was here that he was exposed to what could be labeled one of the best training in the art of Florence had to offer.

In order to understand the mind of Leonardo, we are going to take advantage theory spun psychologists and other mental health experts, the world is generally three procedures, visually, kinesthetically (with emotions) and hearing. The theory holds that people have a strength in either what is vision, what we can find, or what we can hear, and it is this strength that was a significant part of people work, personality and attitude of the events taking place around them.

“If you historians or poets or mathematicians had never seen it with your eyes and you would be ill able to describe the writings. And if you, O poet, represent the history of the show it with a pen, a painter with his brush, will then do what to be easier pleasurable and less tedious to understand “

Leonardo of his work has shown a clear preference for things that are visual. This is the first step to understand why he ended up showing art as well, way in which he saw the world. If one puts a clear specific selection of all things visual, had his time has been spent wondering visual images, drawing, painting, and illustrating. Saper Vedere (“knowing how to see”), this is what Leonardo put at the forefront of how he analyzed the structures, forms, nature and the world. For Leonardo, knowledge was simply taking an idea, a concept, and then conceptualizing it clearly pictorial way.

So how Leonardo drew so well, does not only look at the world through a visual point of view. This is an excerpt of Leonardo

“When you want to know anything well of the heart that you have studied this process: Once you have drawn the same so often that it seems that you know it by heart trying to do it without the model, but have traced from the model of a thin piece of smooth glass and lay this to draw you make without making Note well where you want to have it in mind in order. not to make mistakes again. Even the back of the model to copy the part where you were so wrong times and to fix it in your mind. “

This is a similar quote of Picasso popular in our time with Steve Jobs, to read “good artists borrow, great artists steal.” I both artists agree that to learn something one must first copy it, in fact, everything we do is based on something you have seen or experienced in the past, so every creation is based on copying before seen picture. Thus to be a great artist, or think alike to Leonardo, it is important that you allow yourself to be aware of this idea that all representations are simply the result of what we have experienced in the past. To learn something, be relentless in copy form in which it has been laid out.

If one is to learn how to speed up the tie, Leonardo suggests studying various types of facial features of heart. For example, as cited in his writings, “If you want to have a facility to keep in mind the expression of the face, first to learn by heart the various different types of heads, eyes, noses, mouths, chins, necks and also neck and shoulders … when you have to draw a face from memory, carry with you a small notebook in which you have referred to such actions, and so when you cast a glance at the face of the person you want to draw you can run privately and see who mouth or nose resembles it. “

Leonardo had thought a good time to review research on the levels to be awake and asleep. While lying in bed before you sleep, and just as you wake up are times where if you go over what you’re trying to learn, it will be easier to memorize. This is now explore the concept in psychology, there is a condition called trance, a trance unconscious learning is much easier.

Leonardo believed that in order for us to understand something we have to analyze it from different angles, cited when describing how he draws the human body, “it with my drawings every part must be known to you, and all of demonstrations from three different perspectives of each part. ” When drawing the human body, he also believed that it was necessary to take into account all factors, including the purpose of organ one draws, its beginnings, and also the status of transplant patients experience death. His drawings were not just pictures, they were too abstract map of the system that he drew.

When judging own photo Leonardo believed that it is wise to consider the human spirit, we are likely to face similar drag us that if we are ugly, we must draw a grim picture. He points out that we are less likely to see defects in our work as closely as others can, thus, he suggests looking at your work through the flat mirror, or go for a walk and then evaluate your work by relaxing. He also includes a view of the work from a distance will give a similar effect, it will allow you to see your work more so as it is, but what you want it to be. “Simplicity is the ultimate sophistication,” further promoted in today’s generation of Steve Jobs. Leonardo recognized the power of simplicity has beauty and class, it is possible to have something that is simple. Compare this with the popularity of the iPad many Microsoft products, iPad is actually a very simple device, simplicity seems market appeal.

“It is easier to resist at the beginning of the end,” first step can be difficult sometimes. When you start something new it must be admitted that in the beginning may greatest reluctance. And when working on a project it is advisable to follow your experience, not your mind, that “each device needs to be experienced.”

Last lesson I will present what I had learned by reading the works of Leonardo, was his desire to create something special, as cited “I wish to work miracles . ” The desire to create content from the ceiling was written about his work, in which he compares himself to Alchemist on more than one occasion.

In short, see Leonardo Da Vinci in the world can be better understood if one decides to take time and focus on the beauty of all that is visual, if you take your time to understand the purpose of things that you see . If you appreciate the idea to learn something you have to copy it to where it can be done without a guide, and the best time to learn something new is in the state of trance, just before bedtime or just when you wake up. When learning or detect something that’s extremely important to take multiple perspectives, and the desire to achieve the miracle is also necessary mix to level. Keep in mind the simplicity of the product once it has been completed, as it is the ultimate form of sophistication. Walk around with your laptop and keep in mind the importance of experience to the job, and the first resistance that may arise when pursuing new projects.


How to learn the mathematics


When I was a student and the teacher would say, “Study your

math test! “I think,” how can I ‘trial’ for the math test? ”

I now realize that the ‘investigation’ is the wrong one. You really need

to ‘practice’ for the math test.

Math test not only need to know the material, they

need to know how to do something with this material.

This change requires a change in your preparation. Unlike other

test, there is no way to prepare for a math test night

before. At that point, you either know the material or you

not, but there’s no faking.

First, it is important to understand the common causes

students loose points on the math test. They are:

1) Do not read the directions! (This is the big one!)

2) Do not write neatly. (ie lost a number of

tens place for the one who should be in the hundreds of


3) understand math vocabulary.

4) do not do their homework regularly to get appropriate


5) Do not know basic addition, subtraction,

multiplication and / or division facts their fluent.

Simply be aware that each of these factors can affect the

rating is half the battle, but as you probably

guess, there’s more you can do

** Action Plan **

Step 1 :. Know the basic math facts! There are hundreds of

math on the internet to help you practice the facts.

They are the foundation of mathematics and will continue to hold

you back if you can not answer each of them (0-10) in


Step 2 :. When you do your homework, remind yourself that you

are actually “learning” for the next math test. Circle all

problems that you do not know how to do and ask for help

class the next day. As you correct your homework in class,

circle all the problems that you did wrong and take notes on how to

make them right

Step 3 :. Three nights for your test, learn math

vocabulary and doing 10-15 practice problems with the “wrong”

answers your homework. Repeat the next night with

different problems homework

Step 4 :. The night before the test, they dear

vocabulary and make one problem from each night’s


Step 5 :. When you first get the test, write down any

formulas or definitions you are afraid you might forget

Step 6 :. Read the instructions! Twice

Step 7 :. Write neatly. Keep the numbers right


Step 8 :. When you are stuck, do as much as you can (you can

get partial credit), should drop and move on.

Come back to it if you have time

Step 9 :. After testing is gone, make sure that you understand

any mistakes and how to correct them. If you are not

understand the subject now, you will continue to have

problem in the following sections.

** Finally **

Math can be challenging because everything you learn builds

the knowledge that you should have learned before. If you lose

something, it will catch up with you. However, if you

– Learn math facts,

– Treat your homework as it is the practice test and study

from your mistakes,

– Take time to learn math vocabulary


– Read the instructions …

… it will not be long before mathematics test scores will soar!


Tips and techniques to learn math


I started my part time job as a math teacher from my graduation and I understand the frustration of the student when he has an issue with grasping math concepts and doing homework when no one is around to help. I agree that everyone has their own strengths and weaknesses when we come to learn skills in various subjects. This does not prevent someone who is determined by studying mathematics especially when this subject is his weakness.

My advice to this student is going back to basics and review the ideas that appear in recent times. This could help the mathematical concepts are not introduced all at once, but gradually, with one based on other. With the revision of the old mathematical concepts, one is expected to have a better basic old ideas before he starts to get a new one. A proactive student not skip the speech he is to have but to confront them. He will try as hard as he could, figuring out the question and seek new ways to approach the question before asking someone. He will not see it as a daunting task, but rather challenging one. The problem is: Most student will avoid any such question at first glance, leaving them to their teachers

When help or assistance is available, resist the urge to ask for assistance .. Working out of the question as far as man can before attempting to do so. After much intense thought process and you still could not (really could not!) To figure out the first step in making the question, here comes the need to revise the section again and this shows that you do not have any knowledge of. However, if you can at least figure out the first lines of the solution, you need a certain understanding of the section you are still not sure about some techniques / methods to spread. And do you know what you do not know or unsure. Therefore, at this point of time, you need a teacher to enlighten you with / his guidance. The main thing here is, you must know what you do not know. Knowing this is going to be very effective in learning math because you can evaluate the solution presented by the instructor. You can differentiate what you know and only accept new ideas and different solution teacher is. So, a student dedicates himself more with what he did when he applied these methods compared to those receiving the projects blindly without some basic understanding.

Mathematics is all about work. Practice makes perfect and there is no shortcut in learning math. Keep practicing and expose you to different types of math questions and get as much experience as possible. This is very effective in learning calculus and trigonometry in particular because of the type of questions and their complexity to prove – you might think this method is right, but you may be wrong because there are various ways to approach this type of problem and at a certain time, you find yourself going round the question in vain without establishing a final answer. This requires a certain level of expertise that can only be achieved through experience. Keep practicing and you can rest assured that you are on the right track

Here are some tips for those who sit for the tests :.

to take into account before testing

  • Never burn the midnight oil the night before the exam. Those who do may find that they lose focus easily on the exam and some even have their mind blanking out. Start preparing your exam as soon as possible.
  • Avoid engaging in activities that could potentially make you sick.
  • Observe healthy diet to make yourself in tip-top condition.
  • Get yourself enough rest

Here are some things to consider while you sit for the exam :.

  • Ensure calculator is in good working condition. If you need to replace the battery, just replace it.
  • Do not spend too much time on one question. Students often stubbornly spend most of their time on one question just to figure it out. Exam questions are structured in such a way so that difficulties are jumbled up. You may find easier questions right after the harder one. If harder one is taking too much time, just skip it. Remember to revisit it later after you’re done with other questions.
  • Never enter the solution immediately, even if you think it’s wrong. Marks could provide from work, even if you get the answer right. Only enter it when you’re done with another solution, hopefully a better one.

I was once told by my lecturer of this fact. I feel that it is worthwhile for me to mention its offer.

All you have to learn on the internet. It is a great online resource. We are here simply just to guide you.

Happy learning math!


Mental Math Tricks


This article is about teaching mental math tricks for addition to the primary school child. Almost every child starts by counting on her fingers. This is easy to do when the sum is less than ten. It starts to get confusing when the total is more than ten. After learning these tricks, the child should be a math wizard!

get the basics

The trick to perform mental math quickly by understanding the idea of ​​groups of ten. The first thing to do is to put ten pencils on the table. Move one pencil aside; now you have a group of nine pencils and a pencil group. Ask your child what is the answer to the nine plus one. Write it out mathematically

9 + 1 = 10

Carry on this way for eight plus two, seven plus three and so on until the child knows all the combinations that make up a group of ten . The next step is to commit them to memory. One way to do this is in writing similar to this:

7 + ___ = 10

____ + 8 = 10

10-6 = ____

Another interesting way through the game. Take out a normal pack of cards. Remove all the tens and picture cards, leaving only the Aces to the nines. Shuffle the cards and place the deck face down on the table. Turns to look over the top card. Let’s say it’s three, the other person must call the number that would give a total of ten – in this case, the number seven. Your points for correct answers. The first to reach twenty points wins. Play this several times a day and your child will soon remember all groups of ten.

A variation of this game is based on the memory game. Spread out the cards face down on the table. Exchanging lifting up two cards at once. If the total of ten, you collect cards and take another turn. The player with the most cards at the end of the game wins.

less than twenty

Now the child is ready to mentally add numbers to a total of more than ten but less than twenty. For example, add seven and eight. They already know that the seven and three make ten. Split number eight in three and five. Add three to seven make ten. You are left with five so that the total is fifteen. Here’s the trick written out mathematically

7 + 8 = 7 + 3 + 5 = 10 + 5 = 15

It may seem complicated at first, but your child will get an idea very quickly . In practice, use the cards again. This time take two cards at the time of the stack. The first to add a number of works right.

larger numbers

When the child has mastered the first two tricks, it’s time to learn how to add larger numbers. Here’s what to do to add twenty-five and seventeen

25 + 17

= 20 + 5 + 10 + 7

= 30 + 5 + 5 + 2

= 30 + 10 + 2

= 42

It takes a little getting used to, but by using the idea of ​​groups of ten, the child should learn this mental math tricks in no time!


Math Concepts and skills – Repetition of Mathematics


the last two decades has been declining emphasis on the importance of repetition of math concepts and skills in learning this stuff. The focus has shifted more towards thinking skills and “working outside the square,” which means to be able to apply problem solving skills to real life situations. This has been in contact with the increase in the volume of written material in secondary mathematics textbooks and a decrease in the amount of repetitive exercises where only basic math skills are practiced.

This is good in theory, but a steady decline in standards of mathematics in Australia and the United States suggest that this method of mathematics is not as good as it seems. The problem lies with the basic assumption that students already have the basic skills needed to solve problems. In mathematics, it is not possible to “work outside the square” unless one is a town with all the skills within the square. For example, a student will not be able to solve the problem regarding the amount of wire needed to fence fence Farmer Brown, unless they can accurately calculate the perimeter first.

Freedom to complete repetitive textbook exercises does not guarantee success in the application problem. What it does do is to give students the tools they need to address problems outside the textbook. Try to solve abstract problems without a solid knowledge base is like building a house on sand; it is a futile exercise.

This situation can be compared to physical training. Can understand the benefits of being able to build muscle through exercise, but if you do this you will fail when it comes to application task weight lifting. Math works the same way. Repetition builds on basic skills so that it becomes reflex. When skill is action that can be applied to other situations. Possessing the skill does not guarantee success in the application, but it is expected that success.

role repetition of basic skills in mathematics should be reviewed in conjunction with primary and lower secondary level. Without binding basis math skills to build on, students will continue to struggle with mathematics throughout their school careers.