Matematika SMA Kelas XI IPA

BSE Mathematics SMA / MA Class XI Program Natural Sciences

Electronic School Book (BSE) Mathematics for Class XI Vocational School / High School Natural Sciences Program. This application was created to make it easier for students to learn mathematics anywhere and anytime.

This book is a free book whose copyright is owned by the Ministry of National Education and can be used by students. The material in this book comes from kemdikbud.go.id. We help provide these learning resources but do not represent the Department of National Education.

The features available in this application are:

1. Links between chapters and sub-chapters

2. Responsive display that can be enlarged.

3. Page Search.

4. Minimalist landscape display.

5. Zoom In and Zoom Out.

The material discussed is based on mathematics material for Class XI High School Natural Sciences Program

Chapter 1 Statistics

A. Data Presentation

B. Presentation of Statistical Data

C. Presentation of Size Data into Descriptive Statistical Data

Chapter 2 Opportunities

A. Enumeration Rules

B. Probability of an Event

C. Compound Event

Chapter 3 Trigonometry

A. Trigonometry Formulas for the Sum and Difference of Two Angles

B. Trigonometry Formulas for Double Angles

C. Multiplication, Addition, and Subtraction of Sines and Cosines

Chapter 4 Circles

A. Circle Equation

B. Equation of Tangent Lines to Circles

Chapter 5 Many Tribes

A. Definition of Multiethnicity

B. Determining the Value of Multiterms

C. Division of Many Tribes

D. Remainder theorem

E. Factor Theorem

Chapter 6 Compositional Functions and Inverse Functions

A. Functions and Properties

B. Algebra of Functions

C. Composition Function

D. Inverse Function

E. Inverse of the Composition Function

Chapter 7 Limits

A. Function Limits

B. Limits of Trigonometric Functions

Chapter 8 Function Derivatives and Their Applications

A. Derivative Concept

B. Determining the Derivative of the Function

C. Tangent Line Equation to a Curve

D. Increasing Function and Decreasing Function

E. Maximum and Minimum

F. Second Derivative

G. Stationary Value

H. Drawing Algebraic Function Graphs