Best Techniques for Efficient Math Learning in Today's World

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In summary, the conversation discusses the importance of being able to learn things quickly in today's world, with a focus on mathematics which can be difficult to grasp. The question is raised of how to maximize efficiency in learning abstract subjects like math, with suggestions such as gaining a general understanding and working through different types of math. The idea of "directed practice" is also mentioned, with the book "Talent is Overrated" recommended as a resource. Another issue raised is the stereotype surrounding math and how it can affect one's performance. The conversation concludes with the belief that math should be made less intimidating in order to improve education.
  • #1
KINGBOB28
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In today's world its not enough just to learn things. You have to be able to learn them fast or you will never accomplish very much. Mathematics can of course be quite difficult to wrap your head around at times and so if one can learn mathematics quickly and efficiently then there are few limits to one's capabilities. The question then is: How can one maximize one's efficiency in learning something abstract and at times difficult like math? Please share your experiences and advice. Thanks
 
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well I am still learning personally, from my experience there is no quick way to learn math unless your a genius, you just have to gain a general understanding of what math is, then start from the bottom and work your way up

plus, if you rush learning math you may not be building a proper foundation of elaborative understanding, so when you work you go to try more complex math youll get lost

just takes time, work away through the types of math, do any problems you can find, and learn from various sources, not all teachers and textbooks are perfect, and some are awful, so its good to have many perspectives to shed light on the issue fully.

learning math isn't so much the acquisition of knowledge, its more of a manipulation of the mind, adaptation and growth, which takes more time than just learning facts.
 
  • #3


Read "Talent is overrated: what really separates world-class performers from everybody else" by Geoffrey Colvin. He describes and gives lots of research references on what it takes to become very good at something as efficiently as possible.

To oversimplify my understanding of this into a sentence, it takes "directed practice" (Google can find that phrase for you) which demands enormous drive, focus, energy, concentration, sacrificing things that get in the way of this and finding a coach who can see your weaknesses and pushes you hard every day to overcome those weaknesses.

My question is: how to find such a coach in mathematics.

Colvin does caution the reader" do you really want to pay the high price to do this?
 
  • #4


This is a problem with more than one solution. I personally think math should be made less intimidating.

http://education.nmsu.edu/ci/morehead/documents/begley.pdf

A stereotype that pervades the culture the way "ditzy blondes" and "forgetful seniors" do makes people painfully aware of how society views them--so painfully aware, in fact, that knowledge of the stereotype can affect how well they do on intellectual and other tasks.
As long as math is viewed as hard and complicated and boring, as long as math is viewed as a boy's subject or an Asian's subject, we'll still have a massive obstacle in our education.
 
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  • #5


I have spent many years learning and mastering various mathematical concepts and techniques. Based on my experience, I believe that the best techniques for efficient math learning in today's world include:

1. Practice, practice, practice: Mathematics is a subject that requires consistent practice to truly grasp and retain the concepts. It is important to regularly practice problems and exercises to improve understanding and speed.

2. Use technology: In today's world, there are numerous technological tools available to aid in math learning. From online tutorials and practice problems to interactive apps and games, technology can make learning math more engaging and efficient.

3. Understand the fundamentals: It is crucial to have a strong foundation in the basic principles and fundamentals of math. This allows for a deeper understanding of more complex concepts and makes learning new topics easier.

4. Break down problems: When faced with a difficult math problem, it can be helpful to break it down into smaller, more manageable parts. This allows for a step-by-step approach and can make the problem seem less daunting.

5. Seek help when needed: Don't be afraid to ask for help when struggling with a concept. Whether it's from a teacher, tutor, or peer, getting assistance can save time and improve understanding.

6. Use real-life examples: Math can seem abstract and disconnected from the real world, but finding ways to apply it in everyday life can make it more relevant and easier to understand.

In conclusion, efficient math learning in today's world requires a combination of consistent practice, utilizing technology, understanding fundamentals, breaking down problems, seeking help, and finding real-life applications. By incorporating these techniques, one can maximize their efficiency in learning math and ultimately expand their capabilities in various fields.
 

1. What are the best techniques for efficient math learning?

The best techniques for efficient math learning include breaking down complex problems into smaller, more manageable parts, practicing regularly, using visual aids and real-life examples, and seeking help when needed.

2. How can I apply these techniques in today's world?

These techniques can be applied in today's world by utilizing technology and online resources, such as math learning apps and interactive tutorials, to supplement traditional learning methods.

3. Is there a specific age or level at which these techniques are most effective?

These techniques can be used at any age or level, as they promote a deeper understanding of math concepts rather than simply memorizing formulas. However, starting at a young age can help develop good study habits and improve overall math skills.

4. How do these techniques compare to traditional teaching methods?

These techniques differ from traditional teaching methods in that they focus on active learning and problem-solving rather than rote memorization. They also incorporate technology and real-world applications to make math learning more engaging and relevant.

5. Can these techniques be applied to other subjects besides math?

Yes, these techniques can be applied to any subject that involves problem-solving and critical thinking. They promote a deeper understanding of concepts and can be tailored to fit the specific needs of different subjects.

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