Buku Matematika Kelas 11 SMA K

Class 11 Mathematics Book For High School Level 2013 Curriculum latest revised edition

11th Grade Mathematics Book For High School / MA

Electronic Student Book or BSE Mathematics High School / MA grade 11 curriculum 2013 Latest Revised Edition

This 11th grade High School / MA Mathematics book application uses the latest revised edition 2013 curriculum. This application can help students and teachers to be used as a means of learning electronically, it is hoped that this application can make it easier for high school students to study hard wherever they are

The 2013 BSE curriculum is a free book whose copyright is owned by the ministry of education and culture that can be disseminated by the general public.

As for the material discussed in the 11th grade mathematics book of SMA / MA are:

Chapter 1: Mathematical Induction

Chapter 1: 1.1 Introduction to Math Induction

Chapter 1: 1.2 Principles of Mathematical Induction

Chapter 1: 1.3 Forms of Math Induction

Chapter 2: Linear Program

Chapter 2: 2.1 Linear Inequality of Two Variables

Chapter 2: 2.2 Linear Program

Chapter 2: 2.3 Determining the Optimum Line with the Search Line

Chapter 2: 2.4 Some Case Settlement Areas

Chapter 3: Matrix

Chapter 3: 3.1 Building the Matrix Concept

Chapter 3: 3.2 Types of Matrices

Chapter 3: 3.3 Similarities in Two Matrices

Chapter 3: 3.4 Operations on the Matrix

Chapter 3: 3.5 Determinants and Inverse Matrices

Chapter 4: Transformation

Chapter 4: 4.1 Discovering the Concept of Transformation

Chapter 4: 4.2 Discovering the Concept of Reflection

Chapter 4: 4.3 Discovering the Concept of Rotation

Chapter 4: 4.4 Discovering the Concept of Dilation

Chapter 4: 4.5 Composition of Transformation

Chapter 5: Line-up

Chapter 5; 5.1 Finding Patterns

Chapter 5: 5.2 Finding the Concept of Arithmetic Sequence

Chapter 5: 5.3 Discovering Geometry Concepts

Chapter 5: 5.4 Barrier Applications

Chapter 6: Function Limit

Chapter 6: 6.1 Concept of Function Limits

Chapter 6: 6.2 Properties of Function Limits

Chapter 6: 6.3 Determining Function Limits

Chapter 7: Derivative

Chapter 7: 7.1 Discovering the Concept of Derived Functions

Chapter 7: 7.2 Derived of Algebraic Functions

Chapter 7: 7.3 Derived Applications

Chapter 7: 7.4 Drawing Function Charts

Chapter 8: Integral

Chapter 8: 8.1 Discovering an Indeterminate Integral Concept as a Reverse of Function Derivatives

Chapter 8: 8.2 Integral Notation

Chapter 8: 8.3 Basic Formulas and Indeterminate Integral Properties