How To Master Mathematics

Top Tricks To Make Mathematics as easy as ABC

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Maths Tips and Tricks

In this article, you will get to know some Tricks and Techniques for Studying Maths that you can follow regardless of your level to help you form a better understanding of the so-called toughest subject. Tips and tricks mentioned here are sure to make Mathematics an easy and interesting subject for you. Here you can calculate percentage error by Percent error Calculator.

 

Most of the students find mathematics a difficult, disengaging or even a stressful subject but every student has to study it at one time or another. Mathematics, however, is an essential, exciting and very beautiful part of our world. It enables cutting-edge advancements within a number of important fields, like engineering, science, business, and technology. The problem that most of the students have is that they don’t know how to study maths to get good results.

 

Here we have come with some tricks and techniques for studying maths that you can follow regardless of your level. You might end up developing more interest and love for this particular subject till reaching the end of this article.

 

7 Tips and Tricks to Master Mathematics

1. Master Your Basics and Concepts

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Basic Maths


The most prominent reason that people struggle in maths is that their basics and fundamentals are not fully developed. Remember, do not ever try to memorise the processes involved in the solution of a Mathematical problem. This is will prove to be counter-productive. It is much better to focus on understanding the process and logic behind it. To  get a good command over the subject, be clear with the key concepts. It will help you in the lifelong run. For example: Algebra and Geometry are the building blocks for the more advanced math later on.

 

2. Practice Hard

This is probably the best key to unlock the success in every field. Same implements here too. It is impossible to study maths properly by just reading and listening. To study maths you have to roll up your sleeves and actually solve some problems. Practicing will help to keep the concepts and basics to get firmed to your brain. Each problem has its own characteristics and it’s important to have solved it in numerous ways before tackling the exam. 

 

3. Self-Study is the Key

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Self Study

This is another most efficient way of mastering Maths. Engaging yourself in self-study will help you understand the concepts the better and make you acquainted with the tough topics. Whenever  you are stuck trying to solve part of a Maths problem and find it difficult to move on to the next stage then be affirmed to spend time trying to understand the process of solving that problem. Once you will grasp the understanding of the initial problem, it will become easier to progress to the remainder of the question.

 

4. Be Good at Tables

‘Be good at tables’ mean learn the tables up to 20 at least, and that by heart just the way you do A to Z. So, if you don’t have tables in your mind then start it up right now. Remember, there is no end to learning. This will help to simplify various questions involving multiplication, division, square, square roots, LCMs, HCFs, etc. on tips.

 

5. Be Familier with the Tricks to Calculate Faster and Easier

Thre are certain other methods which you could use to make the calculations easier. There are many tricks to solve the questions. You know with practice, you will be able to tailor some even. You could probably use Vedic mathematics techniques as well for the calculation.

 

6. Create a Mathematic's Dictionary

 

Prepare your own Mathematics dictionary that will include all the specific terms used, various folmulae and theorems. Try to create notes or flashcards with all the concepts and definitions you need to know. Also include their meanings, some key points and even some related examples so you can recall them at any time and recap.

All the above given tips if followed properly, will surely make Mathematics a much easier and interesting subject for you, thereby helping you to score better marks in this particular subject.

 

7. Apply Maths to Real World Problems

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Maths in Life

As much as possible, try to apply real-world problems when approaching maths. Maths can be very abstract sometimes so looking for a practical application can help change your perspective and assimilate ideas differently. Say, you are practicing finding average of numbers, then why don't you chose this number out of an activity that is interesting; like finding the average score by Sachin Tendulkar at ODIs.

 

 

Mathematics Connection

Mathematics & It's  Connection

I have always been fascinated by connections between math and other disciplines. From my experience,  students are more motivated to learn math when these connections are made in the classroom. This article is devoted to connecting math with other disciplines (science, social studies, etc.) and with the real world. It includes teaching ideas as well as links to related resources.

 

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Mathematics Connection

Math and History of Computers

Students can examine the binary number system. They can look at the relationship between base 2 numbers and how computer circuitry was developed. The history of computers can be studied from the invention of the ENIAC through today's wireless devices. For example, my Unit on Symbolic Logic provides an excellent framework for computer circuitry. When I taught an electronics class at a NY City high school in 1990,
I presented lessons on Boolean logic and circuitry. Specifically, I gave a lesson on gates such as AND, OR, NAND, and XOR.

Math and Science

The math teacher can teach students about exponential notation. Once students become proficient in reading and writing numbers in exponential form, and in converting numbers between exponential, factor, and standard form, they can apply this knowledge to topics in science. For example, they can write the distance between the sun and each planet using scientific notation. For advanced students, you can teach them about negative exponents. Then they can explore the half-life of certain radioactive elements, or the size of bacteria and viruses. Try our WebQuest on Exponents and Scientific Notation.

Explore many scientific facts, such as the boiling and freezing point of liquids, the melting and freezing points of solids, and the temperature of planets, in myWebQuest on Integers and Science.

Have you been to the playground lately? You'll find many connections between algebra, science, and the real world in our article entitled Why Learn Algebra?

Math and Social Studies

After teaching a Unit on Graphing, you can have your students apply these skills to topics in Social Studies. For example, they can draw bar graphs to compare the Population, Per Capita Income, and Population Density of various countries. For other connections between math and social studies, try on Unit on Integers.

Math and Sports

Students can compute the percent win-loss of games played by their favorite sports teams. They can find data on teams in their school, or they can find data for professional teams online and in the newspapers. You can bring this activity into the computer lab by placing all the data in a spreadsheet. A formula can be used to compute percent win-loss. Try our interactive lessons on Understanding Percent. Then Explore Win-Loss Percentage, Graphing Data for Olympics and Super Bowls, Batting Average and ERA, and the NBA Draft Lottery with my Webquests on Math and Sports. You can also play my unique Integer Football Game.

Math and Technology

There are two main approaches to to addressing technology in the math classroom. You can integrate math and technology, making these topics the object of instruction. For example, round-off error is described below. You can also use technology to facilitate math learning. For example, the use of an iPod, an interactive whiteboard, or other devices, as described on our Math and Technology page.

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Mathematics & Technology

If you divide the numerator of a fraction by its denominator, and the result is a repeating decimal, your calculator will not display the results with 100% accuracy. This is because repeating decimals have an infinite number of digits and calculators can only compute to a finite number of digits. This phenomenon, known as round-off error, also applies to computers.
You can use this topic to integrate math and technology in your classroom. Students will marvel at the way different calculators and computers display varying results when they experiment with fractions such as 2/3, 5/6 or 8/9. Read our creative teaching idea entitled:

Repeating Decimals and The Monster That Wouldn’t Die.

Math and Writing

One of the things stressed by standardized tests is the ability to answer open-ended questions. Typically, students are asked to provide written explanations for solutions to math problems. This assesses their ability to express their mathematical ideas in written form. To help them prepare for these types of questions, I do a math project that involves writing.
I ask students to answer several open-ended questions using full sentences. The math teacher can grade students based on the mathematical correctness of their responses. The Language Arts or English Teacher can grade them on spelling and grammar. Some sample questions are provided in our Classroom Activities and Project Ideas for Number Theory and Understanding Percent. Students can also answer the questions in our Number Theory WebQuest using full sentences.

Percentages and the Consumer

I have nine lessons on Consumer Math, covering sale price, discount, interest, commission, sales tax and percent change. Students can also try my interactive Loan Calculator. My WebQuest on Percent in Daily Life is another good resource for making connections. For printable resources, try myWorksheets on Percent Applications.