How to become a Math Genius.✔️ How do genius people See a math problem! by mathOgenius
TLDRThis video aims to transform your math experience by teaching the mindset of successful mathematicians. The presenter shares personal success and emphasizes the importance of believing math is easy. Key advice includes committing to a positive attitude, avoiding rote learning, and focusing on understanding and problem-solving. The video provides practical tips like creating a formula list and reading problems carefully to apply the right formulas. It encourages learning from mistakes and using imagination to solve problems, promising to make math as enjoyable as playing a game.
Takeaways
- 😀 Embrace a positive mindset: Believe that math is easy for you to improve your approach to problem-solving.
- 📚 Commit to change: Make a personal commitment to yourself that you can solve math problems easily.
- 🚫 Avoid cramming: Refrain from copying solutions or memorizing without understanding as it hinders true learning.
- 🧠 Develop a learning + solution-oriented mindset: Focus on understanding and finding solutions through the problem itself.
- 📝 Formulate a list of formulas: Before starting a chapter, list all the formulas to be used, which simplifies problem-solving.
- 🔍 Read problems carefully: The first and most important step in solving math is to read and understand the problem statement.
- 🤔 Think critically: Before solving, contemplate how to use the given values and formulas to reach the solution.
- 🔁 Use trial and error: If the initial attempt is incorrect, try again and learn from mistakes to sharpen your problem-solving skills.
- 📈 Learn from mistakes: After solving a problem, compare your solution with reference materials to learn from any errors.
- 🌟 Apply imagination: Use your imagination to visualize the problem and solution, as it's more powerful than rote memorization.
Q & A
What is the main mindset suggested in the video to solve math problems?
-The main mindset suggested in the video is to believe that math is easy and to adopt a learning + solution-oriented mindset, focusing on understanding the problem and finding the solution through logical steps.
Why is it important to commit to the belief that math is easy?
-Committing to the belief that math is easy is important to remove the negative mindset and programming in your mind, replacing it with positivity. This helps in setting the right track for solving math problems with confidence.
What is the first step recommended in the video to approach a math problem?
-The first step recommended is to read the math problem carefully to understand what is being asked and to identify which formulas are relevant to solving it.
How does the video discourage the use of help books or cramming solutions?
-The video discourages the use of help books or cramming solutions because it leads to a lack of understanding and memorization without learning. It suggests focusing on learning and applying concepts to solve problems.
What is the 'learning + solution oriented mindset' as described in the video?
-The 'learning + solution oriented mindset' is a perspective where one focuses on learning from the problem and finding the solution by engaging with the problem, rather than looking for shortcuts or copying answers.
Why is making a list of formulas for a chapter recommended before starting to solve problems?
-Making a list of formulas for a chapter is recommended because it provides a clear reference of what formulas can be used, making it easier to identify the correct formula to apply when solving a problem.
How does the video suggest using trial and error to solve math problems?
-The video suggests using trial and error by applying different formulas to the problem, checking the answer, and learning from any mistakes. This method helps in memorizing formulas and understanding the problem-solving process.
What is the significance of reviewing your own solutions with a help book as mentioned in the video?
-Reviewing your own solutions with a help book is significant because it allows you to verify your answers and learn from any mistakes, which in turn sharpens your problem-solving skills and understanding of the subject.
How does the video relate solving math problems to playing a puzzle game?
-The video relates solving math problems to playing a puzzle game by emphasizing the process of figuring out how to use given values and formulas to reach the solution, similar to how one would strategize to solve a puzzle.
What is the practical example given in the video to demonstrate the suggested problem-solving method?
-The practical example given is finding the volume of a cylinder with a height of 5 centimeters and a radius of 2 centimeters. The video demonstrates how to identify the relevant formula, apply it correctly, and solve the problem step by step.
Outlines
📚 Overcoming Math Anxiety
The speaker addresses students who find math challenging, suggesting that adopting the right mindset can transform their approach to the subject. They share their own success in a math exam and propose that by embracing a positive attitude towards math, students can achieve high scores. The speaker emphasizes the importance of self-affirmation, encouraging students to declare that math is easy for them, regardless of others' opinions. This mindset shift is presented as a crucial first step towards mastering math problems.
🧠 Cultivating a Solution-Oriented Mindset
The speaker outlines a toxic mindset that many students have when faced with math problems, which involves fear and reliance on external help or copying solutions. They advocate for a 'learning + solution-oriented' mindset, where students focus on understanding the problem and finding solutions through the application of relevant formulas. The speaker provides a tip for solving math problems by creating a list of all formulas relevant to the chapter, which can simplify the problem-solving process. They also stress the importance of reading the problem carefully and using logical thinking to apply the correct formulas, turning math into an engaging puzzle-solving activity.
🔍 Practical Approach to Math Problem Solving
The speaker continues with a practical demonstration of how to apply the suggested mindset to a math problem. They explain the process of identifying the correct formula for a given problem by understanding the context and requirements of the question. They use a specific example of finding the volume of a cylinder, guiding the audience through the thought process of selecting the right formula and applying it to arrive at the solution. The speaker encourages persistence and learning from mistakes, highlighting the importance of self-evaluation and the use of help books to confirm and learn from one's solutions.
🎓 Encouraging Consistent Practice and Upcoming Tips
In the final paragraph, the speaker wraps up by emphasizing the importance of consistent practice and the gradual improvement that comes with it. They remind viewers of the practicality of the method demonstrated and suggest that it can be applied to more complex problems as well. The speaker also teases upcoming content, promising to share more tips and tricks in future videos to further assist students in making math easier and more enjoyable. They conclude with a note of gratitude and an invitation for viewers to subscribe for updates on new content.
Mindmap
Keywords
💡Math Genius
💡Mindset
💡Cramming
💡Formulas
💡Problem-Solving
💡Trial and Error
💡Imagination
💡Learning from Mistakes
💡Consistency
💡Volume of a Cylinder
Highlights
This video aims to change your perspective on math, making it seem easy and approachable.
Commit to the belief that math is easy for you; this is a crucial step to change your mindset.
Avoid the toxic mindset of fearing math problems and relying on cramming for solutions.
Cramming math solutions is discouraged as it does not aid in understanding or learning.
Embrace a learning + solution oriented mindset to truly understand and solve math problems.
Create a list of formulas for each chapter to have a ready reference when solving problems.
Memorizing formulas becomes easier when you apply them to problems, rather than rote learning.
Reading math problems carefully is the first and most important step to solving them.
Think through the steps needed to solve the problem before jumping into calculations.
Persistence is key; stay with the problem longer to increase the chances of finding the solution.
Learning from mistakes is essential for improving your math skills.
Imagination is more powerful than knowledge when it comes to solving math problems.
Applying a methodical approach to homework can make math as engaging as playing a video game.
Consistency is crucial; stick with a method and practice it regularly for improvement.
A practical example of solving a math problem using the discussed method is provided.
Understanding the difference between volume and surface area formulas is demonstrated through an example.
The importance of adding units to mathematical answers is highlighted.
The video concludes with a promise of more tips and tricks in upcoming videos to further simplify math.