Inhaltsverzeichnis: 1 Einfache Aquivalenzumformungen von Gleichungen 1 2 Einfache Aquivalenzumformungen 105 3 Gleichungen mit Klammern 129 4 Anwendungsaufgaben 162 5 Gleichungen mit Binomen 248 6 Einfache quadratische Gleichungen 259 7 Die allgemeine quadratische Gleichung 297 8 Di…
Chapter R Basic Algebraic Operations , 1 Chapter 1 Equations and Inequalities , 43 Chapter 2 Graphs , 109 Chapter 3 Functions , 161 Chapter 4 Polynomial and Rational Functions , 259 Chapter 5 Exponential and Logarithmic Functions , 327 Chapter 6 Trigonometric Functions , 385 Chapter 7 Trigonometric Identities and Conditional Equations , 461 …
This book provides a straightforward, concise account of the basic algebra and geometry required by nonspecialist mathematicians. The treatment of the material contains many applications for students in science and engineering. It should be of particular value to students in the early stages of their college or university course. The text contains many worked examples and solutions to many of t…
1 Lapangan & Suku Banyak , 1-28 2 Ruang Vektor , 29-94 3 Ruang Hasil Kali Dalam , 95-114 4 Ruang Dual , 115-128 5 Determinan , 129-150 6 Nilai & Vektor Karakteristik , 151-194 7 Modul , 195-210 8 Pemetaan Nilpoten , 211-232 9 Dekomposisi Ruang Vektor , 233-260 10 Modul atas Daerah Ideal Utama , 261-302
1 Fundamental Concepts of Algebra , 1-56 2 Equations and Inequalities , 57-114 3 Functions & Graphs , 115-176 4 Polynomial functions,Rational Functions,& Conic Sections,177-242 5 Exponential & Logarithmic Functions , 243-280 6 Systems of Equations & Inequalities , 281-356 7 Sequences, Series, and Probability , 357-406
1 Whole Numbers and Their Representation , 1-38 2 The Integers Signed Numbers , 39-67 3 First Degree Equations & Inequalities , 68-108 4 Products & Factors , 109-142 5 Properties of Fractions , 143-169 6 Operations with Fractions , 170-211 7 First Degree Equations & Inequalities in Two Variables ,212-248 8 Systems of Linear Equations , 249-266 9 Quadratic Equations , 26…
Keharusan mata kuliah Matematika Teknik untuk diajarkan di jurusan-jurusan teknik di Perguruan Tinggi tidak dapat ditawar-tawar lagi. Sementara itu, banyak mahasiswa yang seringkali merasa kesulitan dalam mempelajarinya. Oleh karena itu, salah satu topik dari mata kuliah Matematika Teknik yang berhubungan dengan Aljabar Linier yaitu MATRIKS & VEKTOR kami jadikan sebagai bahan penulisan buku ini…
1 Sistem Linear & Matriks , 1-104 2 Determinan , 105-146 3 Ruang Vektor , 147-240 4 Transformasi Linear , 241-294 5 Matriks-Matriks Serupa & Masalah Nilai Eigen , 295-344 6 Pemrograman Linear , 345-384 7 Beberapa Penerapan , 385-424 Lampiran: Perangkat Lunak Aljabar Linear , 425-426
CHAPTER: 1 Numbers & Their Properties , 2-65 2 Integers, Rationals, and Expressions , 66-157 3 Solving Equations and Inequalities , 158-229 4 Polynomials , 230-283 5 Factoring , 284-333 6 Systems of Equations and Graphs , 334-417 7 Fractional Expressions and Equations , 418-487 8 Radicals and Quadratic Equations , 488-554
Inhaltsverzeichnis : Einfuhrung in die Arbeit mit dem Programm 1 1 Rechenausdruck, Zahlenwert, Wiederholung des Rechnens mit Klammern sowie der positiven und negativen Zahlen 11 2 Leerstellen und Zahlformen 56 3 Leerstellen und Zahlformen (Fortsetzung) 86 4 Wertetabellen …
Inhaltsverzeichnis : 1 Wie man aus Grundaquivalenzen neue Termaquivalenzen gewinnt 1 2 Ersetzen von Teiltermen 46 3 Termvereinfachungen 94 4 Termumformungen durch Ausmultiplizieren und anschiliessende Termvereinfachung 158 5 Umformung von einfachen Termen, in dene…
Inhaltsverzeichnis : 1 Zusammenfassung von Produkttermen mit mehr als einer Lehrstelle 2 Zweckmasiges Ordnen von Leerstellen in Produkttermen 26 3 Hochzahlen als abkurzende Schreibweise fur besondere Produktterme 47 4 Produkte von Summentermen und ihre Umformung 97 5 Die Binomialformeln als Termaquivalenzen …
This book describes how to solve equations, both graphically and algebraically. It considers the graphical representation of inequalities or orderings; how to use formulas to solve equations; how to measure and interpret the gradients of linear and non linear functions. Finally, it describes how to solve maximising and minimising problems using linear programming. 1 Equations and Orderings …
1 Classification of Equations 2 Transformation of Equations 3 Conditional Equations of First Degree (Linear Conditional Equations) 4 Conditional Equations of Second Degree (Quadratic Equations) 5 Conditional Equations of Third Degree (Cubic Equations) 6 Theorem of GAUSS 7 Regula Falsi (Method to Evaluate Approximate Values as Solutions of an Equation)
1 Whole Numbers & Their Representations , 1-38 2 The Integers Signed Numbers , 39-67 3 First Degree Equations & Inequalities , 68-102 4 Products & Factors , 103-136 5 Properties of Fractions , 137-163 6 Operations with Fractions , 164-205 7 First Degree Equations & Inequalities in Two Variables ,206-242 8 Systems of Linear Equations , 243-260 9 Quadratic Equations , 261…