The easiest math
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Description
Book Introduction
"The Easiest Math" focuses on the most basic concepts and principles of differentiation, integration, functions, shapes, and equations, helping even beginners to learn math without difficulty.
Complex mathematical concepts are explained in a simple and clear way to increase understanding and build confidence through examples.
If you want to build a solid foundation in mathematics through basic concepts and principles, start with "The Easiest Math"!
The importance of mathematics in modern society is growing day by day.
As we move beyond the 5G era and into the Chat GPT era, mathematics and science have become of paramount importance.
In this era of change, let's take a look at "The Easiest Math," a book that helps readers easily understand the basic concepts and principles of mathematics.
"The Easiest Math" begins with the equations necessary to understand functions and differentiation, then introduces shapes for understanding the world surrounded by points, lines, and planes, and explains the basic concepts and principles of mathematics, such as differential and integral calculus used in physics and astronomy, in a lighter and easier way, so that anyone can learn mathematics in a fun and useful way.
As Leonardo da Vinci said, "No human inquiry can be considered scientific unless it appears mathematical," mathematics can indeed be found everywhere in our daily lives.
All commercial actions that occur in everyday life are mathematical actions.
Moreover, fields that have made remarkable progress, such as architecture, physics, and astronomy, would not have been possible without mathematics.
The convenient home appliances we use, as well as the medical field that helps our health, have also developed using mathematics as a tool.
Therefore, it is very important to understand the basic concepts and principles of mathematics.
Complex mathematical concepts are explained in a simple and clear way to increase understanding and build confidence through examples.
If you want to build a solid foundation in mathematics through basic concepts and principles, start with "The Easiest Math"!
The importance of mathematics in modern society is growing day by day.
As we move beyond the 5G era and into the Chat GPT era, mathematics and science have become of paramount importance.
In this era of change, let's take a look at "The Easiest Math," a book that helps readers easily understand the basic concepts and principles of mathematics.
"The Easiest Math" begins with the equations necessary to understand functions and differentiation, then introduces shapes for understanding the world surrounded by points, lines, and planes, and explains the basic concepts and principles of mathematics, such as differential and integral calculus used in physics and astronomy, in a lighter and easier way, so that anyone can learn mathematics in a fun and useful way.
As Leonardo da Vinci said, "No human inquiry can be considered scientific unless it appears mathematical," mathematics can indeed be found everywhere in our daily lives.
All commercial actions that occur in everyday life are mathematical actions.
Moreover, fields that have made remarkable progress, such as architecture, physics, and astronomy, would not have been possible without mathematics.
The convenient home appliances we use, as well as the medical field that helps our health, have also developed using mathematics as a tool.
Therefore, it is very important to understand the basic concepts and principles of mathematics.
- You can preview some of the book's contents.
Preview
index
Part 1.
equation
Chapter 1: The Beginning of Mathematical Magic! Linear Equations 15
Tool letters and equations required for linear equations 15
What's the difference between equations, equations, and identities? 25
Linear Equations 32: Easy Once You Know Them
Challenge yourself with linear equation applications! 35
54 simultaneous linear equations that bring to mind parallel connections
Slightly tricky application of simultaneous linear equations problem 67
Chapter 2: Quadratic Equations: Aiding Understanding Natural Phenomena 80
Definition and Solutions of Quadratic Equations 80
Shadow Factorization of Quadratic Equations 81
Core Strategy! Quadratic Equation Solving Method 92
100 Applications of Quadratic Equations
Chapter 3: Higher-Order Equations: The More You Know, the More Fascinating They Are 111
Amazing Solutions to Third and Fourth Degree Equations 112
The Relationship Between Roots and Coefficients in Cubic Equations 123
Properties of conjugate and imaginary roots 125
A set of 4 equations! 128 simultaneous equations
Chapter 5: Nickname: Diophantus' Equation!
Indefinite Equation 139
Part 2.
diagram
Chapter 1: The Basic Shapes That Make Up the World 144
Chapter 2: The Wonderful World of Polygons 161
Triangle 165
Square 176
Similarity of Figures and Applications 189
Chapter 3: The Magic of the Circle 205
Circles and Sectors 205
Circles and Lines 211
Polygons and Circles 219
Chapter 4: 3D Figures that Develop Spatial Sense 241
Chapter 5: The Greatest Formula in the History of Mathematics?!
Pythagorean theorem 240
The ratio 250 in the Pythagorean theorem
Chapter 6: Amazing Trigonometry 252, widely used in real life
Part 3.
function
Chapter 1 Imagine a 3D Printer Function 268
Chapter 2: Linear Functions: Ups and Downs Like a Seesaw 290
Linear Functions and Graphs 290
Applications of Linear Functions 299
Chapter 3: Smooth Curves! Quadratic Functions 305
Quadratic Functions and Graphs 305
Applications of Quadratic Functions 312
Chapter 4 Rational and Irrational Functions 326
Rational Function 326
Irrational Function 338
Chapter 5: Trigonometry in Everyday Life 348
Definition of Trigonometric Functions 348
What are the graphs of trigonometric functions? 364
Application to Triangles 377
Part 4.
differential
Chapter 1: Differentiation!
Limits and Continuity of Functions 390
When we gather, we converge! When we scatter, we diverge!
Convergence and Divergence of Functions 390
To be continuous or discontinuous? That is the question. 397
Limits of Transcendental Functions 402
Chapter 2: The First Steps in Differentiation 404
Average and instantaneous rates of change 404
Differentiability and Continuity 407
Derivative 409
Differentiation Formula 412
Roll's Theorem 414
Differentiation of Composite Functions 416
Logarithmic Differentiation 418
Differentiation of Inverse Functions 420
Differentiation of Parametric Functions 422
Higher-order derivatives 422
Chapter 3: Useful Applications of Differentiation 424
Local maxima and local minima 424
Differentiation of Maximum and Minimum 436
Velocity? Differentiation of Acceleration 438
Part 5.
integral
The Basics of Integration! Indefinite Integrators 453
Definite integral 469 given a range
Area Integral 496
Volume integral 508
Integral of Velocity and Distance 517
Integral 522, also used in statistics
equation
Chapter 1: The Beginning of Mathematical Magic! Linear Equations 15
Tool letters and equations required for linear equations 15
What's the difference between equations, equations, and identities? 25
Linear Equations 32: Easy Once You Know Them
Challenge yourself with linear equation applications! 35
54 simultaneous linear equations that bring to mind parallel connections
Slightly tricky application of simultaneous linear equations problem 67
Chapter 2: Quadratic Equations: Aiding Understanding Natural Phenomena 80
Definition and Solutions of Quadratic Equations 80
Shadow Factorization of Quadratic Equations 81
Core Strategy! Quadratic Equation Solving Method 92
100 Applications of Quadratic Equations
Chapter 3: Higher-Order Equations: The More You Know, the More Fascinating They Are 111
Amazing Solutions to Third and Fourth Degree Equations 112
The Relationship Between Roots and Coefficients in Cubic Equations 123
Properties of conjugate and imaginary roots 125
A set of 4 equations! 128 simultaneous equations
Chapter 5: Nickname: Diophantus' Equation!
Indefinite Equation 139
Part 2.
diagram
Chapter 1: The Basic Shapes That Make Up the World 144
Chapter 2: The Wonderful World of Polygons 161
Triangle 165
Square 176
Similarity of Figures and Applications 189
Chapter 3: The Magic of the Circle 205
Circles and Sectors 205
Circles and Lines 211
Polygons and Circles 219
Chapter 4: 3D Figures that Develop Spatial Sense 241
Chapter 5: The Greatest Formula in the History of Mathematics?!
Pythagorean theorem 240
The ratio 250 in the Pythagorean theorem
Chapter 6: Amazing Trigonometry 252, widely used in real life
Part 3.
function
Chapter 1 Imagine a 3D Printer Function 268
Chapter 2: Linear Functions: Ups and Downs Like a Seesaw 290
Linear Functions and Graphs 290
Applications of Linear Functions 299
Chapter 3: Smooth Curves! Quadratic Functions 305
Quadratic Functions and Graphs 305
Applications of Quadratic Functions 312
Chapter 4 Rational and Irrational Functions 326
Rational Function 326
Irrational Function 338
Chapter 5: Trigonometry in Everyday Life 348
Definition of Trigonometric Functions 348
What are the graphs of trigonometric functions? 364
Application to Triangles 377
Part 4.
differential
Chapter 1: Differentiation!
Limits and Continuity of Functions 390
When we gather, we converge! When we scatter, we diverge!
Convergence and Divergence of Functions 390
To be continuous or discontinuous? That is the question. 397
Limits of Transcendental Functions 402
Chapter 2: The First Steps in Differentiation 404
Average and instantaneous rates of change 404
Differentiability and Continuity 407
Derivative 409
Differentiation Formula 412
Roll's Theorem 414
Differentiation of Composite Functions 416
Logarithmic Differentiation 418
Differentiation of Inverse Functions 420
Differentiation of Parametric Functions 422
Higher-order derivatives 422
Chapter 3: Useful Applications of Differentiation 424
Local maxima and local minima 424
Differentiation of Maximum and Minimum 436
Velocity? Differentiation of Acceleration 438
Part 5.
integral
The Basics of Integration! Indefinite Integrators 453
Definite integral 469 given a range
Area Integral 496
Volume integral 508
Integral of Velocity and Distance 517
Integral 522, also used in statistics
Publisher's Review
"The Easiest Math" introduces essential mathematical concepts through diagrams and graphs, including basic formulas, proof methods, and proof processes.
Therefore, it will be an easy and convenient math book for those who want to properly understand basic mathematics.
Equations are important to us who need to find unknowns in various fields.
For us who live in a world of points, lines, and planes, shapes will provide interest and fun.
If you realize how much of a role calculus plays in our lives, if you realize that calculus is like two sides of a coin, or if you are curious about the secrets of the universe and the natural environment, the world of calculus will be interesting.
Now, let's delve into the fundamentals of mathematics with "The Easiest Math"! In the IT age, math knowledge is like a key to unlocking more opportunities.
Let's develop logical thinking skills, diverse application skills, and problem-solving skills through basic mathematical understanding for mathematical thinking.
Therefore, it will be an easy and convenient math book for those who want to properly understand basic mathematics.
Equations are important to us who need to find unknowns in various fields.
For us who live in a world of points, lines, and planes, shapes will provide interest and fun.
If you realize how much of a role calculus plays in our lives, if you realize that calculus is like two sides of a coin, or if you are curious about the secrets of the universe and the natural environment, the world of calculus will be interesting.
Now, let's delve into the fundamentals of mathematics with "The Easiest Math"! In the IT age, math knowledge is like a key to unlocking more opportunities.
Let's develop logical thinking skills, diverse application skills, and problem-solving skills through basic mathematical understanding for mathematical thinking.
GOODS SPECIFICS
- Date of issue: August 7, 2024
- Page count, weight, size: 528 pages | 173*235*35mm
- ISBN13: 9788959797981
- ISBN10: 8959797987
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