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Math Vitamin Plus UP (200,000 copies commemorative 'Math Master' edition)
Math Vitamin Plus UP (200,000 copies commemorative 'Math Master' edition)
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Book Introduction
A legendary must-read that instantly solved the math problems of elementary, middle, and high school students nationwide.
《Math Vitamin Plus Up》 200,000 copies commemorative 'Math Master' edition

★★★★ The longest-running bestseller in mathematics ★★★★
★★★★ A must-read for science high school and gifted school applicants ★★★★
★★★★ Ministry of Education-certified excellent science book ★★★★
★★★★ Recommended Books for Math Performance Assessment ★★★★

“I started to become interested in studying math.”
“I was surprised to find such an interesting story hidden in mathematics.”

Since its publication, this book has become a 'bestseller in the math section of bookstores nationwide' and a 'steady seller in the youth section', completely relieving the math worries of elementary, middle, and high school students across the country.
Park Kyung-mi's "Math Vitamin Plus Up" is a must-read for students accepted to science high schools and gifted schools, a recommended book for math performance assessments, and a must-have book for schools, homes, and academies.
To celebrate the publication of 200,000 copies, we are meeting elementary, middle, and high school students across the country with a fresher and more interesting cover.
This book tells people who are bad at math, have no interest in math, or students who are always on edge when it comes to math that math is not as difficult as we think.
Let's blow away your fear of math in one fell swoop with these engaging and skillful math stories brimming with mystery, infinity, romance, and emotion hidden in history, science, fiction, music, and everyday life! As if reading a novel or playing a game, you'll find yourself immersed in math common sense, and you'll find yourself quickly approaching the math you once dismissed as too difficult.
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index
While publishing the book

Chapter 1: Numbers in Everyday Life

1.
The three-legged octopus has three legs
2.
The genius behind Arabic numerals
3.
Gulliver's Travels and the Duplicate System
4.
'Mysterious' and 'ambiguous' are units of numbers
5.
The eerie coincidence of number 11
6.
13 Phobias and Defensiveness
7.
Same number whether you read it forward or backward
8.
Sports stars' jersey numbers
9.
Decrypt the password

Chapter 2: Algebra in Everyday Life

1.
The verification number in the barcode is a safety device
2.
The spirit of saving on A4 paper
3.
Go-Stop and equations
4.
Ladder climbing and biorhythms
5.
The Mathematics of Bicycles
6.
Unit expressed in logarithms
7.
Arecibo Message

Chapter 3: Geometry in Everyday Life

1.
Round table and manhole cover
2.
Pythagorean Winning Odds in Baseball
3.
Pentagram
4.
One-stroke calligraphy
5.
A small world connected in six steps
6.
Find the maze
7.
Parabolic and parabolic antennas
8.
Ellipse and Whispering Corridor
9.
The curves and soap film design of traditional roof tiles
10.
Fruit stacking and knotting

Chapter 4: Statistics in Everyday Life

1.
Know the percentage right away
2.
The magic of proportions
3.
The magic of graphs
4.
Paradox of the Average
5.
The Truth and Fiction of Opinion Polls

Chapter 5: Probability in Everyday Life

1.
Lotto odds
2.
Poker odds
3.
Probability of Yut Nori
4.
Murphy's Law and Sally's Law
5.
Sports odds

Chapter 6: Mathematics in Art

1.
Mathematics in Music
2.
Mathematics in Art
3.
Mathematics in Literature
4.
Mathematics in Architecture
5.
Mathematics in Film

Chapter 7: Mathematics in Nature

1.
The Mathematics of Bees
2.
The virus is an icosahedron
3.
Soccer ball and clathrin
4.
The number of petals is a Fibonacci number

Chapter 8: Mathematics in Eastern History

1.
A Revisit to the History of Eastern Mathematics
2.
Ingenious equation solutions
3.
The binary of the protagonist
4.
The magical power of the magic square

Chapter 9: Mathematics in Western History

1.
Mathematics in the Seven Wonders of the World
2.
Can Achilles overtake the tortoise?
3.
A history of mathematics centered on pi
4.
The mathematical tombstone of a mathematician
5.
Who was the first discoverer?
6.
Gambler's Ball
7.
Apple Computer's logo and mathematician Turing

Chapter 10: Seeing the World Through Mathematics

1.
The trap of absolute truth
2.
The Zeitgeist Seen Through Mathematics
3.
Mathematical terms appearing in the article
4.
Koreanization and Sino-Koreanization of mathematical terms
5.
Women are bad at math?
6.
The Nobel Prize in Mathematics is the Abel Prize

Epilogue: Getting to Know Math
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Into the book
Marcel Proust, author of the novel In Search of Lost Time, said, “The real voyage of discovery consists not in seeking new landscapes but in traveling with new eyes.”
I hope this book will serve as a guide to help you explore the world through the eyes of mathematics.

--- From the "Preface"

In Gulliver's Travels, one foot in Lilliput is equivalent to one inch in Gulliver.
However, since 1 foot is 12 inches, Gulliver's height is 12 times the height of a dwarf, and since the body size is a three-dimensional volume, it is 1728 times the cube of 12, and as a result, Gulliver needs to eat for 1728 people.
Of course, this is not a scientifically convincing argument, as the lower your body weight, the more calories you need per unit of weight.

--- From "Chapter 1: Numbers in Everyday Life: Gulliver's Travels and the Duplicate System"

The speed of walking at a comfortable pace is 5-6 km/h, and the speed of a car in the city is about 40-50 km/h, so the speed of a bicycle is somewhere in between the speed of a human walk and the speed of a car.
Walking allows you to fully savor the slowly changing scenery, while driving allows you to feel the sense of speed. Cycling, both in terms of speed and psychological aspects, is a hybrid that combines walking and driving.
--- From "Chapter 2: Algebra in Everyday Life: The Mathematics of Bicycles"

Let's analyze the 2018 professional baseball regular season records using the Pythagorean winning percentage formula.
In Doosan's case, the total points scored are 944, and the total points allowed are 756. If you put this into the winning percentage formula, Doosan's winning percentage becomes 0.6.
However, the actual winning percentage is 0.646, so there is some difference.
--- From "Chapter 3 Geometry in Everyday Life: Pythagorean Winning Odds in Baseball"

Big data, which has recently been attracting attention, is likened to the 'crude oil' of the 21st century.
Just as crude oil is extracted and processed into various products, analyzing big data can help us identify human thought and behavior patterns and create significant value by utilizing them in industries and services.
In the era of big data, statistical techniques for quickly processing massive and complex data are essential, so the importance of statistics is increasing day by day.

--- From "Chapter 4 Statistics in Everyday Life: The Truth and Falsehood of Opinion Polls"

There are 25 people on the soccer field: 22 players from each team, 1 referee, and 2 linesmen.
What's the probability that one of these people has the same birthday? It's a staggering 57%.
This is a hard-to-believe result, as it's easy to think that 366 people would have to gather to meet someone with the same birthday, considering that there are 365 days in a year.

--- From "Chapter 5 Probability in Everyday Life: Murphy's Law and Sally's Law"

Let's find out how the movie "Parasite" was chosen as the winner of the Oscar trophy.
The 2020 Academy Awards winners were decided by 8,469 Academy members, and the selection process was a two-step process.
In the first stage, five candidates are recommended for each category through preliminary voting, and in the second stage, voting is held on the five candidates to ultimately select one.
The second stage is simple because the winner is determined by which film receives the most votes among the nominees, but the first stage is a bit more complicated.
--- From "Chapter 6 Mathematics in Art: Mathematics in Film"

Many soccer fans stay up all night to watch Son Heung-min's spectacular dramatic goal in real time.
The soccer ball that moves dazzlingly and shakes the goal net in accordance with Son Heung-min's footwork is, in geometric terms, a 'truncated icosahedron'.
--- From "Chapter 7 Mathematics in Nature: Soccer Balls and Clathrin"

The magic square can be seen as a symbol of harmony and balance in that each number appears only once and the sum of the up, down, left, right, and diagonals is the same.
Since ancient times, people have longed for a society where all walks of life participate equally and achieve harmony and balance.
Perhaps the reason humanity has been fascinated by magic squares is because they resemble the kind of society we desire.
--- From "Chapter 8 Mathematics in Eastern History: The Magical Power of the Magic Square"

Graham Moore, who won an Academy Award for his role in The Imitation Game, said at the awards ceremony, “Stay weird, Stay different.”
This is similar to the famous line from Steve Jobs' Stanford University commencement speech: “Stay hungry, stay foolish.”
Turing reincarnated as the Apple Computer logo, and an homage to Steve Jobs's remarks, they're all cool.
--- From "Chapter 9 Mathematics in Western History: Apple Computer's Logo and Mathematician Turing"

Considering that women had limited opportunities to learn mathematics in the past, the existence of female mathematicians who achieved remarkable achievements is all the more significant.
Now that women no longer have to endure the arduous challenges of life to become mathematicians, and that mathematics is no longer a field exclusively for men, I hope to see more and more female mathematicians.

--- From "Chapter 10: Seeing the World Through Mathematics: Are Women Bad at Math?"

When we experience how close mathematics is to our daily lives, we can recognize the significance and value of why we should learn mathematics.
If you personally experience the value of mathematics like this, wouldn't your heart feel lighter as you embark on the long-distance race called 'studying mathematics'?
--- From "Epilogue: Becoming Familiar with Mathematics"

Publisher's Review
Isn't there a way to learn math more fun, easier, and in a new way?
A vivid panorama of mathematics unfolding before your eyes
One step closer to mathematics, one step further from mathematics!

Why do cold viruses form an icosahedron? Why does Son Heung-min wear the number 7? Can a genius mathematician win at a casino? These are questions I've never considered before, but they spark my curiosity and naturally lead me to become familiar with mathematics.
"Math Vitamin Plus UP," a leading math book that has captivated students, parents, teachers, and adults alike, shows us just how abundant math is around us, without a single complex mathematical formula.
Full of excitement, full of skill! A math story unfolds that will awaken your eyes to mathematics like a refreshing vitamin.

Numbers in Everyday Life: Why is "Octopus" in English? Is there an easy way to memorize the difficult sexagenary cycle, from "Gapja" and "Eulchuk" to "Imsul" and "Gyehae"? Why is Son Heung-min's jersey number 7? We explore the secrets behind numbers, the starting point of mathematics.

Algebra in Everyday Life: By examining barcodes and QR codes, credit cards, the proportions of A4 paper, bicycle gears, and more through a mathematical lens, you can understand how the relationships between numbers add value to everyday life.

Geometry in Everyday Life: Mathematics is also the 'study of space.'
Why does the pentagram appear so frequently in mystery novels, national flags, and art? What are the mathematical principles behind an eagle's flight? Subtle shifts in space can make a huge difference.
Statistics in Everyday Life: Why did novelist Mark Twain call statistics lies? Because it's easy to be fooled by them if you don't know them well.
Let's discover the truth hidden in statistics through various examples from real life.

Probability in Everyday Life: "God does not play dice." Why did Einstein say that? What are the most effective combinations in Yut Nori? How much does one point increase the odds of winning in a sports game? We delve into the unbelievable magic of probability.

Mathematics in Art: What mathematical metaphors are embedded in the novel "The Little Ball Launched by a Dwarf"? Is the golden ratio found in architecture coincidental or inevitable? The secret to the emotional impact of art lies in mathematics.
We explore the influence of mathematics on various fields such as music, painting, architecture, and literature.

Mathematics in Nature: As you learn about why honeycombs are hexagonal, why the number of flower petals is a Fibonacci number, and why viruses are icosahedron-shaped, you will naturally develop a sense of awe for nature.

Mathematics in Eastern History: There is a tendency to talk about the development of mathematics in a Western-centric way, but in fact, mathematics has been driven by both the East and the West.
Rediscover the history of Eastern mathematics, from the principles of binary systems in the Book of Changes and the 60-year cycle to the magical power of the magic square.

Mathematics in Western History: Why are the pyramids so mysterious? How can we explain why Zeno's Paradox is wrong? Why does the Apple logo resemble a bitten apple? We revisit the ongoing development of mathematics, from past to future.

Seeing the World Through Mathematics: Are women bad at math? Are the mathematical terms we use in everyday life appropriate? Is mathematical knowledge truly absolute? We examine the world's prejudices against mathematics one by one and examine their validity.
It is also fun to learn the principles of living in the world through mathematics.
GOODS SPECIFICS
- Date of issue: March 14, 2024
- Format: Hardcover book binding method guide
- Page count, weight, size: 452 pages | 772g | 146*214*30mm
- ISBN13: 9788934912286
- ISBN10: 8934912286

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