Theta Mathematics + Theta Dimensions eBooks: NCEA Level 2 - 1 year lease : 9780655780717

Theta Mathematics + Theta Dimensions eBooks: NCEA Level 2 - 1 year lease

Barton D
Published by
Pearson Australia
Title type
Value Pack

This digital pack provides instant access to Theta Mathematics eBook + Theta Dimensions eBook.

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About the book

Theta Mathematics has been completely updated to reflect the current requirements of Mathematics and Statistics in the New Zealand Curriculum. In order to provide teachers and students with a comprehensive package that covers all fourteen Achievement Standards, Theta Mathematics is complemented by Theta Dimensions.

The chapters for each Achievement Standard are colour-coded to make them easy to find, and liberal use of colour throughout the book makes it easy and interesting to use. Helpful tags on the edge of each page enable students to navigate between the answer section and the related exercises.


Preview sample pages from Theta Mathematics

Preview sample pages from Theta Dimensions

Table of contents
Theta Dimensions - Contents

2.2 Graphical Models
1 Polynomials and their graphs
2 Functions – domain and range
3 Other mathematical functions and their graphs
4 Transformations of graphs and the connection with parameters
5 Trigonometric graphs
6 Piecewise graphs

2.3 Sequences and Series
7 Introducing sequences
8 Arithmetic sequences
9 Geometric sequences
10 Growth and decay

2.4 Trigonometric Relationships
11 Triangle trigonometry
12 The sine rule
13 The cosine rule
14 Circular measure

2.5 Networks
15 Networks – basic properties
16 Networks – applications

2.8, 2.9, 2.10 Statistical Investigation
17 Questionnaire Design
18 Statistical inference from comparative data
19 Statistical experiments

2.11 Statistical Reports
20 Evaluating statistical reports

2.12 Probability Methods
21 Probability
22 Further probability
23 The normal distribution

2.13 Simulation
24 Simulation methods

Theta Mathematics - Contents

2.1 Co-ordinate Geometry
1 Co-ordinate geometry
2 Further co-ordinate geometry

2.2 Graphical models
3 Polynomials and their graphs
4 Functions – domain and range
5 Other mathematical functions and their graphs
6 Transformations of graphs and the connection with parameters
7 Trigonometric graphs
8 Piecewise graphs

2.4 Trigonometric relationships
9 Triangle trigonometry
10 The sine rule
11 The cosine rule
12 Circular measure

2.6 Algebraic methods
13 Basic algebra
14 Algebraic fractions
15 Factorising and quadratic expressions
16 Rearrangements of algebraic formulae
17 Quadratic equations
18 Exponential expressions
19 Logarithms

2.7 Calculus methods
20 Introducing differentiation
21 Calculus and curves
22 Anti-differentiation
23 Calculus applications

2.12 Probability methods
24 Probability
25 Further probability
26 The normal distribution

2.13 Simulation
27 Simulation methods

2.14 Systems of equations
28 Simultaneous equations
29 Non-linear simultaneous equations
Author biography
David Barton needs no introduction to a generation of New Zealand mathematics students and teachers. He has written a full six-book, award-winning series for secondary-school mathematics, and his material has also been published in Australia, South Africa, Fiji and Abu Dhabi. David Barton was educated at Wellington College and has taught at Wellington College and Rangitoto College in Auckland.
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