(EBook PDF) Pearson Edexcel International A Level Mathematics Pure Mathematics 3 Student Book 1st Edition by Joe Skrakowski 1292326670 9781292326672 full chapters

Pearson Edexcel International A Level Mathematics Pure Mathematics 3 Student Book 1st Edition by Joe Skrakowski  – Ebook PDF Instant Download/DeliveryISBN: 1292326670, 9781292326672

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Product details:

ISBN-10 :  1292326670 

ISBN-13 :  9781292326672

Author: Joe Skrakowski 

Developed for the new International A Level specification, these new resources are specifically designed for international students, with a strong focus on progression, recognition and transferable skills, allowing learning in a local context to a global standard.

Pearson Edexcel International A Level Mathematics Pure Mathematics 3 Student Book 1st Table of contents:

Chapter 1: Algebraic Methods
1.1: Arithmetic operations with algebraic fractions
1.2: Improper fractions
Chapter Review 1
Chapter 2: Functions and Graphs
2.1: The modulus function
2.2: Functions and mappings
2.3: Composite functions
2.4: Inverse functions
2.5: y = |f(x)| and y = f(|x|)
2.6: Combining transformations
2.7: Solving modulus problems
Chapter Review 2
Chapter 3: Trigonometric Functions
3.1: Secant, cosecant and cotangent
3.2: Graphs of sec x, cosec x and cot x
3.3: Using sec x, cosec x and cot x
3.4: Trigonometric identities
3.5: Inverse trigonometric functions
Chapter Review 3
Chapter 4: Trigonometric Addition Formulae
4.1: Addition formulae
4.2: Using the angle addition formulae
4.3: Double-angle formulae
4.4: Solving trigonometric equations
4.5: Simplifying a cos x ± b sin x
4.6: Proving trigonometric identities
Chapter Review 4
Review Exercise: 1
Chapter 5: Exponentials and Logarithms
5.1: Exponential functions
5.2: y = e ax+b + c
5.3: Natural logarithms
5.4: Logarithms and non-linear data
5.5: Exponential modelling
Chapter Review 5
Chapter 6: Differentiation
6.1: Differentiating sin x and cos x
6.2: Differentiating exponentials and logarithms
6.3: The chain rule
6.4: The product rule
6.5: The quotient rule
6.6: Differentiating trigonometric functions
Chapter Review 6
Chapter 7: Integration
7.1: Integrating standard functions
7.2: Integrating f(ax + b)
7.3: Using trigonometric identities
7.4: Reverse chain rule
Chapter Review 7
Chapter 8: Numerical Methods
8.1: Locating roots
8.2: Fixed point iteration

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