Basic Mathematics 1: Fundamentals of Mathematical Math (for 2026)
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Description
Book Introduction
There is a systematic explanation of the concept.
It's easier and more user-friendly than a textbook.
The flow of concepts is visible at a glance.
Accurate and detailed encyclopedic explanations make it easy to understand.
It is a 1+3 math learning system.
By learning concept types in three stages, your adaptability to types increases.
Through the 3-step explanation learning, problem analysis skills are improved.
3-step level-based final practice problems to improve problem-solving skills.
Reflects the latest trends in past exam questions.
In addition to learning solid concepts, you can prepare for school grades and the CSAT by applying the latest trends in past exam questions.
It's easier and more user-friendly than a textbook.
The flow of concepts is visible at a glance.
Accurate and detailed encyclopedic explanations make it easy to understand.
It is a 1+3 math learning system.
By learning concept types in three stages, your adaptability to types increases.
Through the 3-step explanation learning, problem analysis skills are improved.
3-step level-based final practice problems to improve problem-solving skills.
Reflects the latest trends in past exam questions.
In addition to learning solid concepts, you can prepare for school grades and the CSAT by applying the latest trends in past exam questions.
- You can preview some of the book's contents.
Preview
index
I polynomial
01 Polynomial Operations
1) Operation of polynomials
2) Multiplication formula
02 Remainder Theorem
1) Identity and undetermined coefficient method
2) Remainder theorem and factor theorem
03 Factorization
1) Factoring formula
2) Factorization of various expressions
Ⅱ Equations and Inequalities
04 Complex numbers
1) Meaning of complex numbers
2) Complex number operations
05 Quadratic equation
1) Solving quadratic equations
2) Discriminant of quadratic equation
3) Relationship between roots and coefficients of quadratic equations
06 Quadratic Equations and Quadratic Functions
1) Graph of a quadratic function
2) Quadratic equations and quadratic functions
3) Maximum and minimum of quadratic function
07 Cubic and quartic equations
1) Cubic and quartic equations
2) Relationship between roots and coefficients of cubic equations
08 Simultaneous equations
1) Simultaneous quadratic equations
2) Indefinite equations and common roots
09 Various inequalities
1) Simultaneous inequalities
2) Quadratic inequality
3) Simultaneous quadratic inequalities
Ⅲ.
Permutations and combinations
10 cases
1) Number of cases
11 permutations
1) Permutation
12 combinations
1) Combination
Ⅳ.
procession
13 Matrices and Their Operations
1) Meaning of matrix
2) Addition, subtraction, and multiplication of matrices
3) Matrix multiplication
01 Polynomial Operations
1) Operation of polynomials
2) Multiplication formula
02 Remainder Theorem
1) Identity and undetermined coefficient method
2) Remainder theorem and factor theorem
03 Factorization
1) Factoring formula
2) Factorization of various expressions
Ⅱ Equations and Inequalities
04 Complex numbers
1) Meaning of complex numbers
2) Complex number operations
05 Quadratic equation
1) Solving quadratic equations
2) Discriminant of quadratic equation
3) Relationship between roots and coefficients of quadratic equations
06 Quadratic Equations and Quadratic Functions
1) Graph of a quadratic function
2) Quadratic equations and quadratic functions
3) Maximum and minimum of quadratic function
07 Cubic and quartic equations
1) Cubic and quartic equations
2) Relationship between roots and coefficients of cubic equations
08 Simultaneous equations
1) Simultaneous quadratic equations
2) Indefinite equations and common roots
09 Various inequalities
1) Simultaneous inequalities
2) Quadratic inequality
3) Simultaneous quadratic inequalities
Ⅲ.
Permutations and combinations
10 cases
1) Number of cases
11 permutations
1) Permutation
12 combinations
1) Combination
Ⅳ.
procession
13 Matrices and Their Operations
1) Meaning of matrix
2) Addition, subtraction, and multiplication of matrices
3) Matrix multiplication
Detailed image
GOODS SPECIFICS
- Publication date: November 27, 2023
- Page count, weight, size: 476 pages | 200*270*30mm
- ISBN13: 9788900477672
- ISBN10: 8900477676
- Reference book for use in: 1st year of high school
- Reference book usage period: 1st semester
- Reference book difficulty: Medium Reference book difficulty guide
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