How To Make Learning Maths Easier?

Many students find mathematics to be a difficult subject to study. It calls for a head for abstraction, practise with a variety of problem-solving methods, and a keen eye for detail. Yet, if you take the appropriate steps, you’ll find that math class is far more doable and even pleasant. It doesn’t matter if you’re a student who’s been having trouble or just one who wants to get better at math; these strategies will help you do both with more ease and success.

Numerous people struggle with mathematics because it is one of the more abstract subjects. But don’t fret; there are measures you can take to make your math studies less taxing. In this piece, we’ll go over some ideas that can help you become a better mathematician. If you want to learn some tricks that will make studying this subject less of a chore, read on.

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Why Should You Study Mathematics?

It might seem to the average person that mathematics isn’t relevant to their daily lives, but nothing could be further from the truth! Most of the time, we employ mathematical concepts without even realising them. Some uses of mathematics are more obvious than others; for example, figuring out how to split the bill after a restaurant meal, processing customers at a cash register, or monitoring the remaining time on a parking metre all require some understanding of the subject. There are, however, less obvious uses as well.

The ability to think critically about a problem from all angles and arrive at a workable solution is one that will serve you well throughout your life. The ability to solve problems is a skill that can be developed through the study of mathematics, and this skill has far-reaching applications. One such problem is tracing the source of a foul odour once all other explanations have been ruled out. Finding the best route to work during rush hour traffic is another illustration.

Think twice before saying, “I’ll never need to use this math ability again,” because the mathematical concepts and problem-solving strategies we learn through doing math are useful in every aspect of our lives.

Tips for Students to Develop Their Math Skills

There are many different ways to study mathematics, from traditional classrooms to one-on-one tutoring to engaging online resources, but no matter what method you choose, there are some fundamental ideas that should always be kept in mind. Remember, first and foremost, that the only way to really grasp mathematics is to engage in mathematical practise.

Practice Makes Perfect

A solid grasp of mathematics is no exception to the rule that nothing worthwhile is obtained without effort. You should use the time you have to practise equations, exercises, and basic arithmetic, as this is the kind of skill that can only be honed through repeated use. It’s probably the single most crucial piece of advice to remember while studying mathematics. Your appearance and how you feel will shift noticeably in just a few weeks.

Examine and Learn from Your Errors

Much of mathematics is devoted to problem-solving, and in order to overcome obstacles, it is necessary to try various solutions until the right one is found. If you discover your solution was wrong, you should examine your steps to determine where you went wrong.

To what end is this a crucial piece of guidance for those who wish to excel in mathematics? The best way to enhance your abilities and prevent repeating past mistakes is to gain a deeper understanding of where you went wrong in your strategy by following a step-by-step process.

Give Students Real-World Challenges to Increase Math Engagement.

Three-quarters of those polled said that students’ drive, ambition, and initiative to succeed in mathematics were crucial to the program’s success. Eighty per cent of respondents also agreed that relating mathematical concepts to real-world problems is an effective way to increase both student engagement and understanding.

Build Character Through Competition

Some argue that using competition in the classroom is counterproductive because it adds more pressure to students’ already busy schedules. Conversely, friendly competition amongst students can inspire a passion for learning and boost participation. The dynamics of competition should be discussed with students in an open and honest manner.

Mathematical competitions are a great way to get kids excited about learning, and they can be incorporated into classroom instruction. My students engage in constant competition with one another through timed drills.

Students may, for instance, compete to see who can recite the most supplementary facts in sixty seconds. The “Mathematician of the Day” award is given to the student or students who complete the most homework problems.

The prospect of receiving a shiny, embossed certificate bearing one’s name in the instructor’s finest handwriting or a brand-new, sharp pencil can be more exciting to some kids than the actual competition itself. Teach your students that failure is acceptable, that success is not guaranteed, and that celebrating the success of others feels great.

Use Games to Captivate Your Students

Skill practise in the form of games is a fun and engaging way to make classroom learning stick. The students are having so much fun that they often forget they are learning something.

Maths Attack is one of the most well-known games played in kindergartens across the country, and it’s designed to help kids learn how to add and subtract. Students tackle problems in collaborative groups using a wide range of resources.

For five seconds, you could display a problem on our document camera, prompting students to work together to solve the issue by making use of the materials at their disposal.

If more than one team gets the question right, the first team to get it will get two points. Playing this game will teach your kids a lot and promote teamwork in a fun and engaging way.

Take An Interest In The Topic

The likelihood of quickly mastering mathematics is greatly increased if the learner actively engages with the material and seeks to derive as much pleasure from it as possible. Though it’s not required that you look forwards to each new “Numberphile” video or spend your free time-solving differential equations, the more you can learn to appreciate the subject rather than view it as a chore, the better off you’ll be. Show that you have an interest in the information that seems strange or contradicts your preconceptions. Analogies and humour can help bring out the gist of a topic much more effectively than dry calculations or attempts to solve problems. In addition to focusing on the actions themselves, you should carefully consider the ideas that underpin them.

If you don’t like math, it might be better to try to avoid the things that most people find annoying about it than to force yourself to like it. The emphasis on “quick maths,” the practise of memorisation through rote learning, and testing under time limitations are the primary obstacles that people encounter when attempting to study mathematics.

Learning mathematics quickly requires a firm grasp of its fundamental principles, which may not seem like an efficient method at first. If you know how things function, rather than just having to memorise a seemingly endless stream of information that appears to be unrelated to one another, you will have a much easier time intuitively comprehending new ideas and identifying the connections between them.

Begin with the Essentials

You should start with the basics of mathematics even if you already feel comfortable with the subject because more complex mathematical ideas are typically built on top of more basic ones. For example, if you want to learn calculus, you won’t make much progress unless you have a firm grasp of algebra and trigonometry. Like learning to walk before learning to run, mastering mathematics requires first learning the basics.

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Concentrate on the Ideas, Not the Procedures

Since each mathematical problem builds on the one before it, it’s important to fully understand the prior ones before moving on. Understanding how, say, an equation aids in the solution of other problems will be more difficult if you only know the steps involved in solving that equation.

Actually, a study conducted by the Cognitive Science Society found that students who took an approach that prioritised problem-solving first outperformed those who learned the mathematical solution first. Because they had a firmer grasp of the problem at hand before being given the solution, students showed marked improvement in their ability to articulate the reasoning behind the issue and the steps required to reach a solution.

Therefore, rather than relying on rote memorisation, the most effective strategy for learning mathematics is to concentrate on grasping the ideas and reasoning behind the problems you encounter.

Additional Tips and Tricks for Learning

If you want to get better at math-or anything else-then you should stick to these rules.

Do Not Miss Any Classes

Skipping a class is a poor decision regardless of whether you’re taking classes online or on a traditional campus. This is especially true in mathematics, where missing even a single class can mean missing the foundational lesson upon which subsequent lessons are built.

Repeat Work At Home

Reviewing material from class at home is helpful in improving performance in any subject, but it is especially useful in Mathematics. It will help shed light on the problems at hand and the solutions that may be implemented to fix them. In addition, it represents a novel approach to physical preparation.

Get Extra Help

The majority of students need extra help with math outside of regular class time. Getting a tutor or taking online math courses are two examples. There is only ever one correct answer to a mathematical problem, but there are often many different paths to that answer. There’s a chance that the method you learn in class won’t end up being the most useful one for you. Therefore, if you want to learn mathematics more quickly, you may want to consider hiring a tutor.

Deconstruct the Question

If you can’t figure out how to fix a problem, try dissecting it first. This could mean anything from algorithms to geometry to simple arithmetic. Before asking for help, you should give your best effort to find a solution on your own.

The Importance Of Having A Sense Of Numbers

Many beginning math students begin their education by memorising basic facts and formulas. This means they will use a table of multiplication facts to memorise calculations like 9 x 9. This approach might work, but it could also cause problems down the road. Forget everything you’ve studied for that test because your nerves just took over for no good reason.

Instead, it helps to have a strong grasp of numbers. A possible method for accomplishing this is demonstrated below. Multiplying 10 by 9 will get you to 90, and doing so will help you understand 99. Considering your preference for nines rather than tens, you would take 90 and subtract nine to get 81.

Despite the fact that this only scratches the surface of number sense, hopefully, you’ve gained some insight from it. When it comes to mathematics and calculations, understanding is more important than memorisation.

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Set Goals

Once you’ve mastered the basics of mathematics, you’ll be in a better position to decide where you want to direct your efforts. As an example, if learning algebraic skills is your primary objective, there is no need to devote time and energy to mastering geometric concepts. Once you’ve zeroed in on the specific area of mathematics you wish to master, you can zero in on the most efficient means of doing so.

Many people have difficulty learning and understanding mathematical concepts. Repeated practise is essential for improvement, but most of us have trouble carrying over new information from one day to the next. Making a habit of double-checking your work every night before bed will help you catch any mistakes and get better with practise.

Frequently Asked Questions

Conclusion

There are ways to make math study more manageable and even enjoyable, despite the subject’s notorious difficulty. Improving one’s mathematical skills requires a level of critical thinking that allows one to examine a problem from different perspectives and arrive at a workable solution. Students can be motivated to learn more by providing them with opportunities to practise what they’ve learned, reflect on and gain insight from their mistakes, and take on authentic challenges. Instil in your students a healthy respect for trial and error, the knowledge that achieving one’s goals is not a given, and the joy that can be felt when others achieve theirs. Consider the underlying concepts and read up on the subject to learn more.

Avoiding missing classes, always doing your homework, and always thinking about the ideas and reasoning behind the problems are the best ways to excel in mathematics. Although having a solid understanding of numbers and clearly defined objectives can speed up the learning process, a tutor or online math courses are still recommended. Consistent exercise is the key to development.

Content Summary

• It doesn’t matter if you’re a student who’s been having trouble or just one who wants to get better at math; these strategies will help you do both with more ease and success.
• Numerous people struggle with mathematics because it is one of the more abstract subjects.
• But don’t fret; there are measures you can take to make your math studies less taxing.
• If you want to learn some tricks to make studying this subject less of a chore, read on.
• It might seem to the average person that mathematics isn’t relevant to their daily lives, but nothing could be further from the truth!
• Most of the time, we employ mathematical concepts without even realising them.
• The ability to think critically about a problem from all angles and arrive at a workable solution is one that will serve you well throughout your life.
• The ability to solve problems is a skill that can be developed through the study of mathematics, which has far-reaching applications.
• There are many different ways to study mathematics, from traditional classrooms to one-on-one tutoring to engaging online resources, but no matter what method you choose, there are some fundamental ideas that should always be kept in mind.
• Remember, first and foremost, that the only way to really grasp mathematics is to engage in mathematical practise.
• A solid grasp of mathematics is no exception to the rule that nothing worthwhile is obtained without effort.
• You should use the time you have to practise equations, exercises, and basic arithmetic, as this is the kind of skill that can only be honed through repeated use.
• Much of mathematics is devoted to problem-solving, and in order to overcome obstacles, it is necessary to try various solutions until the right one is found.
• If you discover your solution was wrong, you should examine your steps to determine where you went wrong.
• The best way to enhance your abilities and prevent repeating past mistakes is to gain a deeper understanding of where you went wrong in your strategy by following a step-by-step process.
• The dynamics of competition should be discussed with students in an open and honest manner.
• Mathematical competitions are a great way to get kids excited about learning, and they can be incorporated into classroom instruction.
• My students engage in constant competition with one another through timed drills.
• Teach your students that failure is acceptable, that success is not guaranteed, and that celebrating the success of others feels great.
• Skill practise in the form of games is a fun and engaging way to make classroom learning stick.
• Students tackle problems in collaborative groups using a wide range of resources.
• Playing this game will teach your kids a lot and promote teamwork in a fun and engaging way.
• Show that you have an interest in the information that seems strange or contradicts your preconceptions.
• The emphasis on “quick maths,” the practise of memorisation through rote learning, and testing under time limitations are the primary obstacles that people encounter when attempting to study mathematics.
• Learning mathematics quickly requires a firm grasp of its fundamental principles, which may not seem like an efficient method at first.
• You should start with the basics of mathematics even if you already feel comfortable with the subject because more complex mathematical ideas are typically built on top of more basic ones.
• Like learning to walk before learning to run, mastering mathematics requires first learning the basics.
• Since each mathematical problem builds on the one before it, it’s important to fully understand the prior ones before moving on.
• Rather than relying on rote memorisation, the most effective strategy for learning mathematics is to concentrate on grasping the ideas and reasoning behind the problems you encounter.
• If you want to get better at math-or anything else-then you should stick to these rules.
• Skipping a class is a poor decision regardless of whether you’re taking classes online or on a traditional campus.
• Reviewing material from class at home is helpful in improving performance in any subject, but it is especially useful in Mathematics.
• It will help shed light on the problems at hand and the solutions that may be implemented to fix them.
• Getting a tutor or taking online math courses are two examples.
• There’s a chance that the method you learn in class won’t end up being the most useful one for you.
• If you want to learn mathematics more quickly, you may want to consider hiring a tutor.
• Before asking for help, you should give your best effort to find a solution on your own.
• When it comes to mathematics and calculations, understanding is more important than memorisation.
• Once you’ve mastered the basics of mathematics, you’ll be in a better position to decide where you want to direct your efforts.
• Once you’ve zeroed in on the specific area of mathematics you wish to master, you can zero in on the most efficient means of doing so.

Author

Dr. Olga Abeysekera

Dr Olga Abeysekera, founder of Dr Study Tutoring and the Dr Progress Group Pty Ltd, is passionate about transforming education through innovative and personalised tutoring. With a PhD in Management from Monash University and a background in both academic research and private tutoring, she has a deep commitment to helping students excel.
Her holistic approach at Dr Study Tutoring emphasises not only academic success but also the development of lifelong skills, ensuring that each student receives the best education and support possible. Dr Olga’s dedication to continuous improvement drives her mission to inspire a love for learning that lasts a lifetime.

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