Mathematics for the IB Diploma: Applications and interpretation SL
US$ 79.19
The publisher has enabled DRM protection, which means that you need to use the BookFusion iOS, Android or Web app to read this eBook. This eBook cannot be used outside of the BookFusion platform.
Description
Contents
Reviews
Language
English
ISBN
9781510461987
Cover
Title Page
Copyright
Contents
Introduction
The ‘toolkit’ and the mathematical exploration
Core SL content
Chapter 1 Core: Exponents and logarithms
1A Laws of exponents
1B Operations with numbers in the form a × 10k, where 1 ≤ a < 10 and k is an integer
1C Logarithms
Chapter 2 Core: Sequences
2A Arithmetic sequences and series
2B Geometric sequences and series
2C Financial applications of geometric sequences and series
Chapter 3 Core: Functions
3A Concept of a function
3B Sketching graphs
Chapter 4 Core: Coordinate geometry
4A Equations of straight lines in two dimensions
4B Three-dimensional coordinate geometry
Chapter 5 Core: Geometry and trigonometry
5A Volumes and surface areas of three-dimensional solids
5B Rules of trigonometry
5C Applications of trigonometry
Chapter 6 Core: Statistics
6A Sampling
6B Summarizing data
6C Presenting data
6D Correlation and regression
Chapter 7 Core: Probability
7A Introduction to probability
7B Probability techniques
Chapter 8 Core: Probability distributions
8A Discrete random variables
8B Binomial distribution
8C The normal distribution
Chapter 9 Core: Differentiation
9A Limits and derivatives
9B Graphical interpretation of derivatives
9C Finding an expression for the derivative
9D Tangents and normals at a given point and their equations
Chapter 10 Core: Integration
10A Anti-differentiation
10B Definite integration and the area under a curve
Core SL content: Review Exercise
Additional applications and interpretation SL content
Chapter 11 Applications and interpretation: Number and finance
11A Approximation
11B Further financial mathematics
Chapter 12 Applications and interpretation: Solving equations with technology
12A Systems of linear equations
12B Polynomial equations
Chapter 13 Applications and interpretation: Mathematical models
13A Linear models
13B Quadratic models
13C Exponential models
13D Direct and inverse variation and cubic models
13E Sinusoidal models
13F Modelling skills
Chapter 14 Applications and interpretation: Geometry
14A Arcs and sectors
14B Voronoi diagrams
Chapter 15 Applications and interpretation: Hypothesis testing
15A Chi-squared tests
15B t-tests
15C Spearman’s rank correlation
Chapter 16 Applications and interpretation: Calculus
16A Maximum and minimum points
16B Optimization
16C Trapezoidal rule
Applications and interpretation SL: Practice Paper 1
Applications and interpretation SL: Practice Paper 2
Answers
Glossary
Index
The book hasn't received reviews yet.
