 Theta Mathematics Workbook: NCEA Level 2 : 9781442549494

# Theta Mathematics Workbook: NCEA Level 2

Edition

1
ISBN

9781442549494
ISBN 10

1442549491
Published

28/09/2011

Pearson New Zealand
Pages

200
Format

In stock Book + Disk
\$35.49

##### Description
Theta Mathematics Workbook has been written to reflect the current requirements of Mathematics and Statistics in the New Zealand Curriculum. It contains a huge array of exercises that are linked to the corresponding Theta Mathematics. This makes it easy for teachers to choose, and students to remember, homework, extra practice and revision exercises that match what has been done in class. In order to provide a comprehensive package that covers all thirteen Achievement Standards, Theta Mathematics Workbook is complemented by Theta Dimensions Workbook.

This workbook can be used alongside any mathematics textbook, and contains the worked examples, content summaries, and real-world, in-context problems, investigations and puzzles that David Barton is famous for – encouraging all students to gain and demonstrate a thorough understanding of mathematical concepts at NCEA Level 2.

The CD contains spreadsheets and worked examples from Theta Mathematics so students can read additional explanations at home.

Also available:

Theta Mathematics Textbook (ISBN: 9781442549487)

Theta Dimensions (ISBN: 9781442549586) and Theta Dimensions Workbook (ISBN: 9781442549593)

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
16 Rearrangements of algebraic formulae
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