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Build a Mathematical Mind - Even If You Think You Can't Have One: Become a Pattern Detective. Boost Your Critical and Logical Thinking Skills.
Build a Mathematical Mind - Even If You Think You Can't Have One: Become a Pattern Detective. Boost Your Critical and Logical Thinking Skills.
Build a Mathematical Mind - Even If You Think You Can't Have One: Become a Pattern Detective. Boost Your Critical and Logical Thinking Skills.
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Build a Mathematical Mind - Even If You Think You Can't Have One: Become a Pattern Detective. Boost Your Critical and Logical Thinking Skills.

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  • Mathematics

  • Problem-Solving

  • Learning

  • Mathematics Education

  • Algebra

  • Power of Knowledge

  • Power of Visualization

  • Overcoming Obstacles

  • Ancient Wisdom

  • Transformative Journey

  • Misunderstood Genius

  • Power of Observation

  • Power of Understanding

  • Overcoming Challenges

  • Power of Creativity

  • Mathematical Thinking

  • Visualization

  • Critical Thinking

  • Number Sense

  • Algorithms

About this ebook

Would you like to be a proficient mathematician… without using numbers?
There is so much more to math than geometry and calculus! It is present in almost every life aspect, from improving your communication skills to how to fit your luggage into your car.
Did you always hate math because you couldn’t understand complex formulas?
Don’t let a few equations or a bad teacher deter you from building a mathematical mind. Learn the best cognitive tools to revolutionize the way you make sense of problems and persevere in solving them.
Boost your critical thinking and analytical skills.
Mathematical thinking involves analyzing data, patterns, and relationships and evaluating information and arguments, which can help improve critical thinking skills.
Adopt a mathematician’s mindset. Tinker, invent, make educated guesses, describe with precision, and use probability to your advantage.
Build a Mathematical Mind – Even If You Think You Can’t Have One is an action manual that will help you sharpen your everyday life skills such as:
- improving your logic,
- understanding how probability works,
- and making estimations.
This is a research-backed math manual you'll love to read. It contains examples for faster learning and greater everyday impact.
Hone your problem-solving skills and make better decisions.
Albert Rutherford is an internationally bestselling author whose writing derives from various sources, such as research, coaching, academic, and real-life experience.
Improve your communication skills.
Mathematical thinking involves clearly and concisely explaining ideas and solutions, which can improve how you communicate. With enhanced precision, you will have a keen attention to detail and the ability to be accurate in your thinking and talking.
Increase your confidence.
Developing mathematical thinking skills can increase your confidence and self-esteem, being able to solve difficult problems and understand complex ideas.
If you ever felt ashamed for not getting math, this is the time to heal that wound. Give math another chance. Let it make you unstoppable!

LanguageEnglish
PublisherPublishdrive
Release dateJan 31, 2023
ISBN9798375396880
Build a Mathematical Mind - Even If You Think You Can't Have One: Become a Pattern Detective. Boost Your Critical and Logical Thinking Skills.

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    Book preview

    Build a Mathematical Mind - Even If You Think You Can't Have One - Albert Rutherford

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    THANK YOU FOR CHOOSING my book, Practice Game Theory! I would like to show my appreciation for the trust you gave me by giving The Art of Asking Powerful Questions – in the World of Systems to you!

    In this booklet you will learn:

    -what bounded rationality is,

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    CLICK HERE FOR YOUR FREE GIFT: The Art of Asking Powerful Questions in the World of Systems

    Table of Contents

    I Have A Gift For You...

    Table Of Contents

    Chapter 1: Mathematical Habits Of Mind

    Chapter 2: Become A Pattern Detective

    Chapter 3: Probability And Experimentation

    Chapter 4: Describing And Speaking In Mathematical Language

    Chapter 5: Tinkering: Breaking It Down And Putting It Back Together

    Chapter 6: Inventing: Understanding Algorithms And Using Them

    Chapter 7: Visualizing: Externalizing The Internal

    Chapter 8: Guessing: Making Estimations

    Chapter 9: How Mathematics Changed The World

    Chapter 10: Final Words

    Before You Go...

    About The Author

    Reference:

    Endnotes

    CHAPTER 1: Mathematical Habits of Mind

    Ask any adult how they feel about math, and, aside from a few math enthusiasts, you’ll get a lot of lukewarm responses. People may say, Ugh, I hated math, or I was never good at math! I was much better at reading [or art, or music, or writing, or sports...], or "It was just so boring in high school. My friend and I passed notes the whole time. We have all sorts of reasons for disliking math: maybe we were taught in a drill and kill" method that bored us to tears; maybe we tried to fit in with a certain crowd in high school by convincing ourselves that we didn’t like math (think of Lyndsay Lohan’s character in Mean Girls ). Maybe we even liked math until we got to that infamous train problem in Algebra class. Most of us probably think we aren’t very good at math and may have started to believe we weren’t math people sometime in grade school.

    But what is a math person? What if I told you that you could be a math person, too? In fact, anyone can be a math person. This chapter will convince you that you can and should learn to think like a mathematician. The rest of the book will show you how.

    Many of us have an idea in our heads of what a math person is. Maybe it was the kid in class who raised his or her hand the fastest or the one who always went up to the board to solve proofs in Geometry. Maybe it was the middle-school mathlete or the student who took college-level courses in high school. Sure, one or two of these people may have solved previously unsolved problems, amazing and stunning the world's math community. The rest of them most likely didn’t revolutionize the field of mathematics but just enjoyed math during their school years and maybe beyond.

    So why did they enjoy math? What habits of mind brought them success in mathematics?

    These people knew how to think like a mathematician. Maybe they were born with a predilection towards logical thought, maybe they were trained by talented teachers, or maybe they just enjoyed mathematics enough when they were young they trained their own brains. The point is they learned how to think like a mathematician...and so can you.

    Despite what you may have thought in high school, mathematicians have a lot in common with artists, musicians, and other creative thinkers. Mathematics is a creative field that involves visualizing, finding patterns, asking what if? and experimenting. What you learned in school – memorizing your times tables or following steps to solve an algebra problem – has little to do with the creative thinking mathematicians do. Many mathematics educators have argued for reforming the way math is taught in school because it has so little to do with what math actually is.

    In 2009, math teacher Paul Lockhart wrote A Mathematician’s Lament, a short book that has become a foundational piece for many seeking to reform mathematics education. In his Lament, Lockhart argues mathematics is an art form akin to music or painting, but it hasn’t been recognized as such. He faults the educational system, writing, In fact, if I had to design a mechanism for the express purpose of destroying a child’s natural curiosity and love of pattern-making, I couldn’t possibly do as good a job as is currently being done— I simply wouldn’t have the imagination to come up with the senseless, soul-crushing ideas that constitute contemporary mathematics education.[i]

    Lockhart’s Lament likens math education to learning to memorize the rules of music in school but never getting to hear music until later in life. If we think of the math we learned in grade school as a series of memorizations without getting to experience the art and creativity of doing mathematics, it makes us rethink who a math person is and who isn’t. So many of us who were turned off from math at an early age would have loved it had we seen what it truly is. How many people do you know who say "Music? Eh, it’s just so boring. I’m not a music person."

    This is the secret that mathematicians know: math is an art. They know they process mathematics as a musician processes a composition or an artist visualizes a masterpiece. Paul McCartney claims the melody for Yesterday, one of the Beatles’ most beautiful songs, came to him in a dream:

    ‘I woke up with a lovely tune in my head,’ he told author Barry Miles for the biography Many Years From Now, which was published in 1998. ‘I thought, ‘That’s great, I wonder what that is?’ There was an upright piano next to me, to the right of the bed by the window. I got out of bed, sat at the piano, found G, found F sharp minor 7th – and that leads you through then to B to E minor, and finally back to E. It all leads forward logically. I liked the melody a lot but because I’d dreamed it. I couldn’t believe I’d written it.’[ii]

    Similarly, some mathematicians have claimed that critical mathematics discoveries

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