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The Essential Guide to Algebra 2



도서명 : The Essential Guide to Algebra 2
저자/출판사 : 유하림, 헤르몬하우스
쪽수 : 360쪽
출판일 : 2023-01-31
ISBN : 9791192520209
정가 : 25000

Preface 2
저자 소개 3
이 책의 구성과 특징 4

Topic 1 Real Number System
1.1 Properties of Real Numbers............................................... 10
1.2 Real Number Line.............................................................. 12
1.3 Algebraic Expressions....................................................... 15
1.4 Solving Linear Equations and Word Problems................... 17
1.5 Solving Inequalities........................................................... 19
1.6 Compound Inequality........................................................ 20
1.7 Absolute Value................................................................... 21

Topic 2 Function and Linear Graph
2.1 Relation and Function........................................................ 32
2.2 Direct Variation.................................................................. 34
2.3 Linear Function and Slope-Intercept Form........................ 36
2.4 Perpendicular and Parallel Lines........................................ 39
2.5 Transformation of Linear Function.................................... 41
2.6 Absolute Value Function and Graph.................................. 43
2.7 Two-Variable Inequalities.................................................. 45

Topic 3 System of Equations and Inequalities
3.1 System of Linear Equations............................................... 58
3.2 Two Methods : Substitution and Elimination..................... 61
3.3 System of Linear Inequalities............................................ 64
3.4 Linear Programming.......................................................... 66
3.5 System of Equations in 3 Variables.................................... 70
3.6 Matrices............................................................................. 73
3.7 Multiplication of Matrix.................................................... 75

Topic 4 Quadratic Equations and Factoring
4.1 Quadratic Function............................................................ 86
4.3 Standard Form of a Quadratic Functions........................... 93
4.4 Completing the Square....................................................... 95
4.5 Quadratic Formula............................................................. 97
4.6 Complex Numbers............................................................. 99
4.7 Application of Quadratic Function and Equations............. 102
4.8 Quadratic Inequalities........................................................ 106

Topic 5 Polynomials and Polynomial Function
5.1 Classification of Polynomials............................................ 118
5.2 End-Behavior of Polynomial Function.............................. 120
5.3 The Shape of Cubic Graph................................................. 121
5.4 Table Values and Polynomial Degrees............................... 122
5.5 Finding x-intercepts........................................................... 123
5.6 Finding Zeros..................................................................... 124
5.7 Given Zeros....................................................................... 125

Topic 6 Application of Polynomials
6.1 Factorization...................................................................... 132
6.2 Long Division.................................................................... 134
6.3 Factor Theorem.................................................................. 136
6.4 Synthetic Division............................................................. 137
6.5 Rational Root Theorem...................................................... 139
6.6 Two guidelines for finding roots........................................ 141

Topic 7 Radical Expression and Radical Function
7.1 Introduction to Radicals..................................................... 148
7.2 Multiplying Radical Expressions....................................... 152
7.3 Rational Exponents............................................................ 157
7.4 Solving Radical Equations................................................. 159
7.5 Radical Function................................................................ 162

Topic 8 Rational Expression and Rational Function
8.1 Inverse Variation................................................................ 176
8.2 Graphs of Rational Functions............................................ 179
8.3 Reciprocal Function........................................................... 181
8.4 Hole or Vertical Asymptote................................................ 183
8.5 Rational Inequality............................................................. 184
8.6 Word Problems.................................................................. 185
8.7 Solving Rational Equations................................................ 186

Topic 9 Exponential and Logarithmic Expressions and Functions
9.1 Exponential Function......................................................... 198
9.2 Exponential Equation......................................................... 200
9.3 Logarithmic Function........................................................ 204
9.4 Logarithmic Equation........................................................ 205
9.5 Using Logarithm to Solve Equations................................. 209

Topic 10 Sequence and Series
10.1 Sequence............................................................................ 222
10.2 Arithmetic Sequence and Series........................................ 223
10.3 Geometric Sequence and Series......................................... 225
10.4 Arithmetic Mean and Geometric Mean.............................. 228
10.5 Difference Sequence.......................................................... 229
10.6 The Σ Notation................................................................... 231

Topic 11 Counting : Permutation and Combination
11.1 From a to b......................................................................... 242
11.2 Multiplication Principle..................................................... 243
11.3 Permutation : Counting Successive Events........................ 248
11.4 Principle of Addition.......................................................... 252
11.5 Combination : Another Tool for Overcounts...................... 255
11.6 Permutation vs. Combination............................................. 258
11.7 Binomial Theorem............................................................. 260

Topic 12 Probability
12.1 Probability......................................................................... 270
12.2 Probability and Tree Diagrams.......................................... 281

Topic 13 Probability Distribution Functions
13.1 Discrete Random Variable................................................. 294
13.2 Binomial Distribution........................................................ 296
13.3 Normal Distribution........................................................... 300

Solution Manual 309




미래교육과 거버넌스



도서명 : 미래교육과 거버넌스
저자/출판사 : 박영대, 리북
쪽수 : 192쪽
출판일 : 2023-08-01
ISBN : 9788997496693
정가 : 13000

머리글

1장 서론

2장 이론 배경
1절 거버넌스 이론
1. 거버넌스
거버넌스 필요성과 정의 / 협력적 거버넌스 / 공공난제와 협력적 거버넌스 / 거버넌스 개혁 / 메타거버넌스: 협력적 거버넌스의 거버넌스 / 스마트 거버넌스
2. 협력적 지역교육거버넌스
2절 미래교육과 교육거버넌스
1. 교육의 미래 : 유네스코 보고서
2. 국가교육회의 백서

3장 거버넌스 운영 실태 분석
1절 민관협치 활성화 실태 분석
2절 교육거버넌스 운영 실태 분석
1. 국가교육거버넌스
국가교육회의 / 국가교육위원회
2. 지역교육거버넌스
광역 교육행정협의회 / 시도교육청 자문위원회, 교육거버넌스 / 혁신교육지구 / 교육복지 민관협력

4장 광역수준 교육거버넌스 운영 사례 분석
1절 설치 과정과 위상
1. 경기도
2. 광주광역시
3. 인천광역시
4. 충청북도
5. 전라북도
6. 분석
2절 조직 구성과 운영
1. 경기도
2. 광주광역시
3. 인천광역시
4. 충청북도
5. 전라북도
6. 분석
3절 의제 설정
1. 경기도
2. 광주광역시
3. 인천광역시
4. 충청북도
5. 전라북도
6. 분석
4절 종합 분석

5장 결론
1절 미래교육을 위한 광역수준 교육거버넌스 모델
1. 균형적 교육거버넌스 모델
2. 광역수준 협력적 교육거버넌스 모델
3. 균형적 교육 발전계획 수립 모델
2절 평가와 제언