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My age is 14, what is a good book for math?
my age is 14 what is a books good for me like maths?
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7 answers
Updated
ELISHA’s Answer
I truly value simplicity I suggest you to use made simple
Updated
Hitesh’s Answer
Hey Rosalina!
Great to know about your interest in learning mathematics.
I highly recommend a very good free online resource for mathematics and science at
1. https://www.khanacademy.org/regions/united-states/illinois for your State
2. https://www.khanacademy.org/profile/me/courses for the courses organized by Indian education board.
My son used this resource through his school years from grade 7 till grade 10
Hope you find it useful too.
All the very best!
Great to know about your interest in learning mathematics.
I highly recommend a very good free online resource for mathematics and science at
1. https://www.khanacademy.org/regions/united-states/illinois for your State
2. https://www.khanacademy.org/profile/me/courses for the courses organized by Indian education board.
My son used this resource through his school years from grade 7 till grade 10
Hope you find it useful too.
All the very best!
Updated
Angel’s Answer
At 14, a great math book to start with is "The Art of Problem Solving: Introduction to Algebra" by Richard Rusczyk. It focuses on building problem-solving skills and algebra foundations. For a more general approach, "Mathematics: A Very Short Introduction" by Timothy Gowers offers an insightful look at mathematical concepts. Both books will challenge your thinking and help develop a deeper understanding of math, perfect for your age and level.
Updated
Iryna’s Answer
Hello Rosalina!
At 14, you're at a great age to delve deeper into mathematics and explore different areas of the subject. Here are some highly recommended books that cater to your age and interests, from foundational concepts to more advanced topics:
Recommended Mathematics Books for Ages 14 and Up
"The Art of Problem Solving, Volume 1: The Basics" by Richard Rusczyk
This book introduces problem-solving techniques and mathematical thinking in a clear and engaging way. It covers a variety of topics, including algebra, geometry, and number theory, with numerous practice problems.
"Mathematics: A Very Short Introduction" by Timothy Gowers
Part of the "Very Short Introductions" series, this book provides an accessible overview of mathematics. It touches on major concepts and the nature of mathematical reasoning, making it suitable for young readers.
"How to Solve It" by George Pólya
A classic book on problem-solving strategies, this text offers a systematic approach to tackling mathematical problems. It encourages critical thinking and creativity in mathematics, which can be very inspiring.
"The Number Devil: A Mathematical Adventure" by Hans Magnus Enzensberger
This engaging story follows a young boy who meets a devil who teaches him about numbers and mathematical concepts. It presents math in a fun and imaginative way, covering topics such as prime numbers, infinity, and more.
"Introduction to Mathematics" by C. V. Durell and A. A. Robson
This classic book covers a wide range of mathematical topics and introduces readers to mathematical thinking. It’s suitable for younger readers and provides intuitive explanations.
"Mathematical Circus: More Exciting Math Puzzles" by Alfred Posamentier and Ingmar Lehmann
This book offers a collection of fun and intriguing mathematics puzzles that challenge your thinking. It's a great way to engage with math outside the classroom in a playful manner.
"Fermat's Enigma: The Epic Quest to Solve the World's Greatest Mathematical Problem" by Simon Singh
This book tells the fascinating story of Fermat’s Last Theorem and the mathematicians who worked for centuries to solve it. It's a blend of history and mathematics that can captivate your interest.
"The Joy of x: A Guided Tour of Math, from One to Infinity" by Steven Strogatz
This book provides insights into various mathematical concepts in a relatable way. It covers a range of topics, such as calculus and statistics, and how they connect to everyday life.
"Mathematics: The Science of Patterns" by Paul Zal Busy and John H. Conway
This book is an exploration of mathematics as a discipline concerned with patterns. It presents mathematics in a visual and conceptual way, ideal for sparking curiosity.
"You Are a Mathematician" by Kelsey Osgood
Aimed at inspiring young mathematicians, this book encourages readers to think creatively about math and its applications in different fields.
These books cater to various aspects of mathematics, from problem-solving and theory to engaging stories and historical context. Each offers a unique perspective that can deepen your understanding and appreciation of the subject. Enjoy exploring the world of mathematics!
At 14, you're at a great age to delve deeper into mathematics and explore different areas of the subject. Here are some highly recommended books that cater to your age and interests, from foundational concepts to more advanced topics:
Recommended Mathematics Books for Ages 14 and Up
"The Art of Problem Solving, Volume 1: The Basics" by Richard Rusczyk
This book introduces problem-solving techniques and mathematical thinking in a clear and engaging way. It covers a variety of topics, including algebra, geometry, and number theory, with numerous practice problems.
"Mathematics: A Very Short Introduction" by Timothy Gowers
Part of the "Very Short Introductions" series, this book provides an accessible overview of mathematics. It touches on major concepts and the nature of mathematical reasoning, making it suitable for young readers.
"How to Solve It" by George Pólya
A classic book on problem-solving strategies, this text offers a systematic approach to tackling mathematical problems. It encourages critical thinking and creativity in mathematics, which can be very inspiring.
"The Number Devil: A Mathematical Adventure" by Hans Magnus Enzensberger
This engaging story follows a young boy who meets a devil who teaches him about numbers and mathematical concepts. It presents math in a fun and imaginative way, covering topics such as prime numbers, infinity, and more.
"Introduction to Mathematics" by C. V. Durell and A. A. Robson
This classic book covers a wide range of mathematical topics and introduces readers to mathematical thinking. It’s suitable for younger readers and provides intuitive explanations.
"Mathematical Circus: More Exciting Math Puzzles" by Alfred Posamentier and Ingmar Lehmann
This book offers a collection of fun and intriguing mathematics puzzles that challenge your thinking. It's a great way to engage with math outside the classroom in a playful manner.
"Fermat's Enigma: The Epic Quest to Solve the World's Greatest Mathematical Problem" by Simon Singh
This book tells the fascinating story of Fermat’s Last Theorem and the mathematicians who worked for centuries to solve it. It's a blend of history and mathematics that can captivate your interest.
"The Joy of x: A Guided Tour of Math, from One to Infinity" by Steven Strogatz
This book provides insights into various mathematical concepts in a relatable way. It covers a range of topics, such as calculus and statistics, and how they connect to everyday life.
"Mathematics: The Science of Patterns" by Paul Zal Busy and John H. Conway
This book is an exploration of mathematics as a discipline concerned with patterns. It presents mathematics in a visual and conceptual way, ideal for sparking curiosity.
"You Are a Mathematician" by Kelsey Osgood
Aimed at inspiring young mathematicians, this book encourages readers to think creatively about math and its applications in different fields.
These books cater to various aspects of mathematics, from problem-solving and theory to engaging stories and historical context. Each offers a unique perspective that can deepen your understanding and appreciation of the subject. Enjoy exploring the world of mathematics!
Updated
Rebekah Grace’s Answer
Hello! It's fantastic to see your enthusiasm for mathematics! I strongly suggest you explore educational videos on platforms like YouTube and Khan Academy. I believe they could be incredibly beneficial for you! Keep up the good work!
Updated
Andrew’s Answer
Mathematics is a language that is not that dissimilar to our natural language. However, unlike our natural languages such as English, it is a symbolic and logical language, which is exact and unforgiving. In any case, at your age of 14, it is good to start out with learning the basic syntax and grammar of the mathematical language.
There is no perfect book for learning mathematics, nor is there perfect students or teachers. The best book is one that fits your needs and learning style.
I would strongly recommend that you should consult your teachers to identify your strength and weakness in your mathematical journey. That would point to the appropriate direction and path to further your goal in learning mathematics.
There are a lot of free mathematics resources online. Unfortunately, most of them are topical and segmented. You need a holistic and coherent approach to learn the basic mathematics, from prealgebra to elementary algebra to immediate algebra. This will path your way to college algebra and beyond.
There is no perfect book for learning mathematics, nor is there perfect students or teachers. The best book is one that fits your needs and learning style.
I would strongly recommend that you should consult your teachers to identify your strength and weakness in your mathematical journey. That would point to the appropriate direction and path to further your goal in learning mathematics.
There are a lot of free mathematics resources online. Unfortunately, most of them are topical and segmented. You need a holistic and coherent approach to learn the basic mathematics, from prealgebra to elementary algebra to immediate algebra. This will path your way to college algebra and beyond.
Updated
Udhayaprakash’s Answer
Hello Rosalina!
In addition to everyone's answers, let me add some tips
1. Before memorizing the formula's understand the derivation
2. If it is related to calculus, try to visualize in graphs. Understand the nature of curves.
3. Please practice problems as much as possible
In addition to everyone's answers, let me add some tips
1. Before memorizing the formula's understand the derivation
2. If it is related to calculus, try to visualize in graphs. Understand the nature of curves.
3. Please practice problems as much as possible