A math book that leaves no time to fall asleep
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Description
Book Introduction
“Math becomes crazy easy once you know just 101 numbers!” A Miraculous Math Book That Gives You Fun and Confidence at the Same Time History and culture, art and marketing, politics and economics 0-100 Number Humanities Covering a Wide Range of Fields ★Highly recommended YouTube's "Study Head Math Method" and the book "This is How Kids Who Are Good at Math Study" by Seungjae Ryu! Even if languages are different, the ten numbers from 0 to 9 are all common, so mathematics is truly the fundamental discipline that unites all of humanity. But there are quite a few people who get goosebumps just hearing the word 'mathematics'. Those who, at the mere sight of numbers, felt heavy eyelids and drowsiness creeping in, even resorted to using their math books as pillows on their desks! How did we come to hate math so much? Could it be because we were forced to memorize formulas before we could even begin to appreciate its joy? "The Math Book That Never Leaves You to Sleep" is a quick and easy read that will have you dazzled! It's a fascinating math book that delves into the boundless world of mathematics that shape the real world, unfolding before your eyes. The book is full of interesting stories about 101 numbers, starting with 0, the last number invented, to 2, which achieved everything in modern mathematics, 6, the number chosen by bees, 28, the perfect number related to life, 74, the optimal number to contain Beethoven's 9th symphony, and finally 100, the number that represents completion. As you explore a wide range of fields, including history and culture, art and marketing, politics and economics, with numbers, you'll have the surprising experience of seeing the difficult world of mathematics become easy and clear. The book also includes another device to enhance the fun of mathematics along with rich visual aids. It's just math quizzes and fill-in-the-blanks. Let's build 'math confidence' by starting with easy problems and filling in the answers one by one. As a bonus, you will naturally develop your logic, thinking skills, and concentration skills in the process of calculating and proving. Now is the time to break free from the shackles of being a 'loser'! |
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Preview
index
To begin with
0 - Required number
1 - Parents of all numbers
2 - Can you count with just two numbers?
3 - A perfect number without anything to add or subtract
4 - The number that opens a new dimension
5 - Multiplication with 5 fingers
6 - The number chosen by the bee
7 - Lucky Number Lucky Seven
8 - The number most loved by Chinese people
9 - How many lives does a cat have?
10 - Number of fingers that become a unit
11 - How to find multiples of 11
12 - Why did Gulliver eat 1,728 servings?
13 - Friday the 13th
14 - The number loved by Bach, the father of music
15 - The magic number on the turtle's back
16 - Are there 16 personality types?
17 - The number that created a genius mathematician
18 - A regular number in the multiplication table
19 - A great tip for pretending to memorize the 19-step multiplication table.
20 - What is the score?
21 - A 21-gun salute to greet a head of state
22 - How many cake slices can you get with six cuts?
23 - Birthday Party at the Soccer Field
24 - Why is the number of video frames 24?
25 - Fifth square number
26 - Number Counting Game
27 - Third cube number
28 - The perfect number associated with life
29 - Blood Relationships of Numbers
30 - A carton of eggs obtained by the sum of squares
31 - Don't make hasty judgments!
32 - How many games are there in a chess tournament?
33 - How many times does the New Year's Eve bell ring?
34 - Dürer's Fourth Order Magic Square
How to calculate the square of 35 - 35 in 1 second
36 - A triangular number, a square number, and the sum of cubes
37 - Unique Number 37
38 - Magic Hexagon
39 - Pascal's triangle, wasn't it discovered by Pascal?
40 - Self-quarantine for 40 days?
41 - The number that brought about surprising discoveries
42 - Alice's Multiplication Table
43 - The number of people who can't eat McNuggets together
44 - The number of death? A happy number!
45 - Two-digit Caprica number
46 - Super Brazil
47 - What is the 47th proposition of the original theory?
48 - How many countries will participate in the 2026 World Cup?
49 - Seventh square number
50 - 50/50, who's 50?
51 - A number that seems to be a prime number but isn't
52 - Poker Cards and the Mayan Calendar
53 - Pythagorean Prime
54 - A dream number for golfers
55 - How many ways are there to climb 9 stairs?
56 - Asunggi, a unit of large numbers
57 - The number on the tomato ketchup bottle
58 - How to Make the Most Dazzling Diamond
59 - The Moon as the Earth Sees It
60 - Sexagenary Cycle
61 - Mersenne's Error (1)
62 - A number that becomes more interesting when squared
63 - Minimum number of moves for six disks
64 - the fourth cube number
65 - When does one become old?
66 - the sixth hexagonal number
67 - Mersenne's Error (2)
68 - A number that can be expressed as the sum of two prime numbers
Even if it changes from 69 to 180°, it remains the same!
70 - Cannonball Problem Solution
71 - Even if reversed, it is a prime number
72 - How long does it take for your wealth to double?
73 - If you reverse 73...
74 - How to include Beethoven's 9th Symphony?
75 - 48 wife
76 - A number representing 1 atmosphere & a number that does not change when raised to a power
What is the divisor of 77 - 12?
78 - What substance makes up 78% of the air?
79 - A beautiful number with symmetry
80 - Human Lifespan, B Grade, Pareto's Law
81 - A number that can be represented by a repeating triangle
82 - A record set by a Nobel Prize winner
83 - A point-symmetric number when squared
84 - The age of Diophantus
85 - Smith's number
86 - Water is self, 86 is self number?
87 - Sum of special numbers
88 - Lucky and taboo number
89 - How many pairs of rabbits will there be after 10 months?
90 - the number representing a right angle
91 - Numbers associated with taxi number 1729
92 - The eighth pentagonal number
93 - Number of cake slices obtained from eight cuts
94 - Haydn Symphony No. 94
95 - Lightning McQueen's race number
96 - Archimedes' secret to finding pi
97 - A number that creates a special recurring decimal
98 - Multiple of 7 Determination Method
99 - Why are there so many prices for items ending in 99?
100 - A number representing the best, perfection, and completion.
_ Answer Key / Reference Materials
0 - Required number
1 - Parents of all numbers
2 - Can you count with just two numbers?
3 - A perfect number without anything to add or subtract
4 - The number that opens a new dimension
5 - Multiplication with 5 fingers
6 - The number chosen by the bee
7 - Lucky Number Lucky Seven
8 - The number most loved by Chinese people
9 - How many lives does a cat have?
10 - Number of fingers that become a unit
11 - How to find multiples of 11
12 - Why did Gulliver eat 1,728 servings?
13 - Friday the 13th
14 - The number loved by Bach, the father of music
15 - The magic number on the turtle's back
16 - Are there 16 personality types?
17 - The number that created a genius mathematician
18 - A regular number in the multiplication table
19 - A great tip for pretending to memorize the 19-step multiplication table.
20 - What is the score?
21 - A 21-gun salute to greet a head of state
22 - How many cake slices can you get with six cuts?
23 - Birthday Party at the Soccer Field
24 - Why is the number of video frames 24?
25 - Fifth square number
26 - Number Counting Game
27 - Third cube number
28 - The perfect number associated with life
29 - Blood Relationships of Numbers
30 - A carton of eggs obtained by the sum of squares
31 - Don't make hasty judgments!
32 - How many games are there in a chess tournament?
33 - How many times does the New Year's Eve bell ring?
34 - Dürer's Fourth Order Magic Square
How to calculate the square of 35 - 35 in 1 second
36 - A triangular number, a square number, and the sum of cubes
37 - Unique Number 37
38 - Magic Hexagon
39 - Pascal's triangle, wasn't it discovered by Pascal?
40 - Self-quarantine for 40 days?
41 - The number that brought about surprising discoveries
42 - Alice's Multiplication Table
43 - The number of people who can't eat McNuggets together
44 - The number of death? A happy number!
45 - Two-digit Caprica number
46 - Super Brazil
47 - What is the 47th proposition of the original theory?
48 - How many countries will participate in the 2026 World Cup?
49 - Seventh square number
50 - 50/50, who's 50?
51 - A number that seems to be a prime number but isn't
52 - Poker Cards and the Mayan Calendar
53 - Pythagorean Prime
54 - A dream number for golfers
55 - How many ways are there to climb 9 stairs?
56 - Asunggi, a unit of large numbers
57 - The number on the tomato ketchup bottle
58 - How to Make the Most Dazzling Diamond
59 - The Moon as the Earth Sees It
60 - Sexagenary Cycle
61 - Mersenne's Error (1)
62 - A number that becomes more interesting when squared
63 - Minimum number of moves for six disks
64 - the fourth cube number
65 - When does one become old?
66 - the sixth hexagonal number
67 - Mersenne's Error (2)
68 - A number that can be expressed as the sum of two prime numbers
Even if it changes from 69 to 180°, it remains the same!
70 - Cannonball Problem Solution
71 - Even if reversed, it is a prime number
72 - How long does it take for your wealth to double?
73 - If you reverse 73...
74 - How to include Beethoven's 9th Symphony?
75 - 48 wife
76 - A number representing 1 atmosphere & a number that does not change when raised to a power
What is the divisor of 77 - 12?
78 - What substance makes up 78% of the air?
79 - A beautiful number with symmetry
80 - Human Lifespan, B Grade, Pareto's Law
81 - A number that can be represented by a repeating triangle
82 - A record set by a Nobel Prize winner
83 - A point-symmetric number when squared
84 - The age of Diophantus
85 - Smith's number
86 - Water is self, 86 is self number?
87 - Sum of special numbers
88 - Lucky and taboo number
89 - How many pairs of rabbits will there be after 10 months?
90 - the number representing a right angle
91 - Numbers associated with taxi number 1729
92 - The eighth pentagonal number
93 - Number of cake slices obtained from eight cuts
94 - Haydn Symphony No. 94
95 - Lightning McQueen's race number
96 - Archimedes' secret to finding pi
97 - A number that creates a special recurring decimal
98 - Multiple of 7 Determination Method
99 - Why are there so many prices for items ending in 99?
100 - A number representing the best, perfection, and completion.
_ Answer Key / Reference Materials
Detailed image
Into the book
This book is full of interesting stories about numbers and numerals that you may not have known about.
If you read the book, you will also learn why the number 7 is considered a lucky number and how often Friday the 13th comes.
And that's not all.
You can also learn the secrets hidden in the number of teeth on a bottle cap or the number of video frames.
You'll also learn about the numbers associated with poker cards and the Mayan calendar, the numbers that make the most brilliant diamonds, and the optimal number to hold Beethoven's 9th Symphony.
As a bonus, you can calculate the square of 35 in less than a second.
Even people who get headaches when it comes to math can easily read this book, which is packed with easy and fun stories about numbers from 0 to 100.
--- From "Starting"
Gulliver's Travels, written by British novelist Jonathan Swift, is a story about the protagonist Gulliver's travels to Lilliput, the land of little people, Brobdingnag, the land of giants, Laputa, the flying island, and Huinum, the land of horses.
The book tells the story of Gulliver's first visit to Lilliput, where he was served enough food for 1,728 Lilliputians in one meal.
It's only natural that Gulliver, larger than the Lilliputians, would eat a lot. But why is it a complex number like 1728, rather than something like 1000 or 10,000? The volume and area in the novel aren't just approximate figures derived from rule of thumb, but rather from precise calculations.
At the time, the duodecimal system was commonly used in England, so the author calculated that Gulliver's height was 12 times that of a Lilliputian.
Let's calculate using the mathematical fact that area increases as a square and volume increases as a cube.
Since the body is a three-dimensional volume, it is 1,728 times the cube of 12.
That is, Gulliver's one meal requires food for 1,728 people in the Land of the Lilliputians.
--- From "12_ Why did Gulliver eat 1,728 servings?"
As the American Civil War (1861-1865) continued, a memorial service was held for the soldiers who lost their lives at Gettysburg, a battleground.
U.S. President Abraham Lincoln, who attended the event, began his speech by comforting the souls of those who died during the war.
It was a famous speech that has long been remembered in history, defining democracy with the concise phrase, “that government of the people, by the people, for the people.”
Lincoln's Gettysburg Address begins as follows:
“Four scores and seven years ago(…).” In Korean, it would be “4 scores and seven years.”
What on earth does it mean? The English word "score" also means the number 20.
Since President Lincoln's speech was given in 1863, it was an expression referring to the American Declaration of Independence in 1776, 87 (= 4×20+7) years ago.
But why did Lincoln write "four twenties and sevens" instead of "eighty-seven," which is 80 plus seven? Think of a child counting.
You can see them folding their fingers one by one while making the sound 'one, two, three'.
For numbers up to 10, 10 fingers are sufficient, but for larger numbers, take off your socks and use your toes.
Since we can count up to 20 using 10 fingers and 10 toes, 20 is an appropriate number to use as a unit of counting.
If you read the book, you will also learn why the number 7 is considered a lucky number and how often Friday the 13th comes.
And that's not all.
You can also learn the secrets hidden in the number of teeth on a bottle cap or the number of video frames.
You'll also learn about the numbers associated with poker cards and the Mayan calendar, the numbers that make the most brilliant diamonds, and the optimal number to hold Beethoven's 9th Symphony.
As a bonus, you can calculate the square of 35 in less than a second.
Even people who get headaches when it comes to math can easily read this book, which is packed with easy and fun stories about numbers from 0 to 100.
--- From "Starting"
Gulliver's Travels, written by British novelist Jonathan Swift, is a story about the protagonist Gulliver's travels to Lilliput, the land of little people, Brobdingnag, the land of giants, Laputa, the flying island, and Huinum, the land of horses.
The book tells the story of Gulliver's first visit to Lilliput, where he was served enough food for 1,728 Lilliputians in one meal.
It's only natural that Gulliver, larger than the Lilliputians, would eat a lot. But why is it a complex number like 1728, rather than something like 1000 or 10,000? The volume and area in the novel aren't just approximate figures derived from rule of thumb, but rather from precise calculations.
At the time, the duodecimal system was commonly used in England, so the author calculated that Gulliver's height was 12 times that of a Lilliputian.
Let's calculate using the mathematical fact that area increases as a square and volume increases as a cube.
Since the body is a three-dimensional volume, it is 1,728 times the cube of 12.
That is, Gulliver's one meal requires food for 1,728 people in the Land of the Lilliputians.
--- From "12_ Why did Gulliver eat 1,728 servings?"
As the American Civil War (1861-1865) continued, a memorial service was held for the soldiers who lost their lives at Gettysburg, a battleground.
U.S. President Abraham Lincoln, who attended the event, began his speech by comforting the souls of those who died during the war.
It was a famous speech that has long been remembered in history, defining democracy with the concise phrase, “that government of the people, by the people, for the people.”
Lincoln's Gettysburg Address begins as follows:
“Four scores and seven years ago(…).” In Korean, it would be “4 scores and seven years.”
What on earth does it mean? The English word "score" also means the number 20.
Since President Lincoln's speech was given in 1863, it was an expression referring to the American Declaration of Independence in 1776, 87 (= 4×20+7) years ago.
But why did Lincoln write "four twenties and sevens" instead of "eighty-seven," which is 80 plus seven? Think of a child counting.
You can see them folding their fingers one by one while making the sound 'one, two, three'.
For numbers up to 10, 10 fingers are sufficient, but for larger numbers, take off your socks and use your toes.
Since we can count up to 20 using 10 fingers and 10 toes, 20 is an appropriate number to use as a unit of counting.
--- From "20_ What is the score?"
Publisher's Review
The number chosen by the bee is 6, the number of fingers that became a unit is 10,
The perfect number 28, which relates to life, and 58, which makes the most dazzling diamond…
Everything leads to 'mathematics'?
The humanities of numbers from 0 to 100, containing the stories of all things in the world.
Mathematics is always present everywhere, but we are so intimidated by formulas and equations that we don't fully grasp the mysteries of numbers that surround us.
The number 6 (a regular hexagon) was chosen by bees because it is the number that can create the widest and most stable space, and 28 is deeply related to human life (pregnancy period, menstrual cycle, number of permanent teeth, and the sum of the number of joints on the ten fingers).
The mysteries of mathematics are not limited to nature.
Mathematics has inevitably found its way into every aspect of human civilization, from the 24 video frame rate to the 58 that makes the most dazzling diamonds, to the 74 CD playback time and the 80 of the Pareto principle.
"The Math Book with No Breaks" is a math humanities book that covers all aspects of "mathematics" in the real world, including history, politics, music, literature, economics, and marketing. It is even more special because it covers all natural numbers from 0 to 100 without exception.
Are you curious about the strange multiplication table hidden in the fairy tale "Alice in Wonderland"? Want to know why Incheon Airport doesn't have Gate 44, Austrian car license plates don't have the number 88, and Italian airlines don't have seat 17? Want to calculate how long it takes for your wealth to double? Let's count to 100 with this book.
You will have the amazing experience of making the difficult world of mathematics easy and clear.
From Archimedes who shouted 'Eureka'
Even Caprica, a recreational mathematician who sets out to find interesting numbers,
A more interesting story about mathematicians through episodes
In Italy, since ancient Roman times, 17 has been considered an unlucky number symbolizing death.
17 is written as XVII in Roman numerals, but the rearrangement of these letters creates VIXI, which means “my life is over” in Latin.
But for the genius mathematician Gauss, 17 was a number so significant that he wanted to have it engraved on his tombstone to commemorate his greatest achievement.
This is because it was the number that led Gauss to take the path of a mathematician by proving the problem of constructing a regular heptagon, which had not been solved for about 2,000 years since Euclid, using only a straightedge and a compass (from number 17).
Mathematicians who fell in love with the beauty of mathematics devoted their entire lives to uncovering the secrets of numbers.
Thinking about numbers was not limited to time or place.
Archimedes found a way to find out the density of a crown by measuring its volume using buoyancy in a bath (number 41), and Caprica discovered the property that 'the sum of 30 and 25 is 55, and the square of 55 is 3025' by looking at the 3025km milestone that was split in two (number 45).
Ramanujan discovered a 'taxi number' (number 91) that has two or more ways to express a natural number as a cube sum from the taxi number 1729 that Hardy rode in.
The persistent love and passion of mathematicians who sought to discover special laws even in numbers that they happened to see by chance brought many names of mathematics to the world.
There are many different numbers, including those named after mathematicians, such as Pythagorean primes, Euclidean numbers, Caprica numbers, Mersenne numbers, and Leyland numbers, as well as those named after the relationships between numbers, such as happy numbers, friendly numbers, couple numbers, twin primes, taxi numbers, and self-numbers.
‘Pure curiosity about numbers’ has always been the driving force behind the development of mathematics.
How about we begin by cultivating our curiosity with this book, which unfolds the stories of mathematicians through captivating storytelling? It's a golden opportunity to train our mathematician's thinking.
From tips for quick calculations
Even math quizzes that develop thinking skills,
A Miraculous Math Book That Will Make You Fun and Confident
There may be people who gave up on math during their school days and lived comfortably, but after having children, they want to get good at math again.
If you're a parent who wants to help your child learn math without panicking when they ask a question, or if you want to get closer to math now, start connecting with math again with "The Math Book That Doesn't Leave You Anywhere"! This book not only provides mathematical solutions to everyday questions that stem from curiosity, such as "Can you count with just two numbers?", "How many slices of cake can you get with six cuts?", and "How many people can't eat a McNugget together?", but also contains practical mathematical calculation methods that can be applied.
From 'Tips for pretending to have memorized the 19-stage multiplication table' to 'How to calculate the square of 35 in 1 second' and 'How to find multiples of 11', you can quickly and easily calculate large numbers without even tapping on a calculator, so you can feel the joy of conquering math, which was once difficult.
Furthermore, the book contains another device that will enhance the fun of mathematics.
It's just math quizzes and fill-in-the-blanks.
Anyone from teenagers to adults can start without any burden if they dislike complicated mathematical formulas but enjoy mathematical puzzles like Sudoku.
Let's build 'math confidence' by starting with easy problems and filling in the answers one by one.
As a bonus, you will naturally develop your logic, thinking skills, and concentration skills in the process of calculating and proving.
Now is the time to break free from the shackles of being a 'loser'!
The perfect number 28, which relates to life, and 58, which makes the most dazzling diamond…
Everything leads to 'mathematics'?
The humanities of numbers from 0 to 100, containing the stories of all things in the world.
Mathematics is always present everywhere, but we are so intimidated by formulas and equations that we don't fully grasp the mysteries of numbers that surround us.
The number 6 (a regular hexagon) was chosen by bees because it is the number that can create the widest and most stable space, and 28 is deeply related to human life (pregnancy period, menstrual cycle, number of permanent teeth, and the sum of the number of joints on the ten fingers).
The mysteries of mathematics are not limited to nature.
Mathematics has inevitably found its way into every aspect of human civilization, from the 24 video frame rate to the 58 that makes the most dazzling diamonds, to the 74 CD playback time and the 80 of the Pareto principle.
"The Math Book with No Breaks" is a math humanities book that covers all aspects of "mathematics" in the real world, including history, politics, music, literature, economics, and marketing. It is even more special because it covers all natural numbers from 0 to 100 without exception.
Are you curious about the strange multiplication table hidden in the fairy tale "Alice in Wonderland"? Want to know why Incheon Airport doesn't have Gate 44, Austrian car license plates don't have the number 88, and Italian airlines don't have seat 17? Want to calculate how long it takes for your wealth to double? Let's count to 100 with this book.
You will have the amazing experience of making the difficult world of mathematics easy and clear.
From Archimedes who shouted 'Eureka'
Even Caprica, a recreational mathematician who sets out to find interesting numbers,
A more interesting story about mathematicians through episodes
In Italy, since ancient Roman times, 17 has been considered an unlucky number symbolizing death.
17 is written as XVII in Roman numerals, but the rearrangement of these letters creates VIXI, which means “my life is over” in Latin.
But for the genius mathematician Gauss, 17 was a number so significant that he wanted to have it engraved on his tombstone to commemorate his greatest achievement.
This is because it was the number that led Gauss to take the path of a mathematician by proving the problem of constructing a regular heptagon, which had not been solved for about 2,000 years since Euclid, using only a straightedge and a compass (from number 17).
Mathematicians who fell in love with the beauty of mathematics devoted their entire lives to uncovering the secrets of numbers.
Thinking about numbers was not limited to time or place.
Archimedes found a way to find out the density of a crown by measuring its volume using buoyancy in a bath (number 41), and Caprica discovered the property that 'the sum of 30 and 25 is 55, and the square of 55 is 3025' by looking at the 3025km milestone that was split in two (number 45).
Ramanujan discovered a 'taxi number' (number 91) that has two or more ways to express a natural number as a cube sum from the taxi number 1729 that Hardy rode in.
The persistent love and passion of mathematicians who sought to discover special laws even in numbers that they happened to see by chance brought many names of mathematics to the world.
There are many different numbers, including those named after mathematicians, such as Pythagorean primes, Euclidean numbers, Caprica numbers, Mersenne numbers, and Leyland numbers, as well as those named after the relationships between numbers, such as happy numbers, friendly numbers, couple numbers, twin primes, taxi numbers, and self-numbers.
‘Pure curiosity about numbers’ has always been the driving force behind the development of mathematics.
How about we begin by cultivating our curiosity with this book, which unfolds the stories of mathematicians through captivating storytelling? It's a golden opportunity to train our mathematician's thinking.
From tips for quick calculations
Even math quizzes that develop thinking skills,
A Miraculous Math Book That Will Make You Fun and Confident
There may be people who gave up on math during their school days and lived comfortably, but after having children, they want to get good at math again.
If you're a parent who wants to help your child learn math without panicking when they ask a question, or if you want to get closer to math now, start connecting with math again with "The Math Book That Doesn't Leave You Anywhere"! This book not only provides mathematical solutions to everyday questions that stem from curiosity, such as "Can you count with just two numbers?", "How many slices of cake can you get with six cuts?", and "How many people can't eat a McNugget together?", but also contains practical mathematical calculation methods that can be applied.
From 'Tips for pretending to have memorized the 19-stage multiplication table' to 'How to calculate the square of 35 in 1 second' and 'How to find multiples of 11', you can quickly and easily calculate large numbers without even tapping on a calculator, so you can feel the joy of conquering math, which was once difficult.
Furthermore, the book contains another device that will enhance the fun of mathematics.
It's just math quizzes and fill-in-the-blanks.
Anyone from teenagers to adults can start without any burden if they dislike complicated mathematical formulas but enjoy mathematical puzzles like Sudoku.
Let's build 'math confidence' by starting with easy problems and filling in the answers one by one.
As a bonus, you will naturally develop your logic, thinking skills, and concentration skills in the process of calculating and proving.
Now is the time to break free from the shackles of being a 'loser'!
GOODS SPECIFICS
- Date of issue: October 2, 2024
- Page count, weight, size: 352 pages | 498g | 150*210*22mm
- ISBN13: 9788968334795
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