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VIC Year 9 Coursebook
Covering the whole VIC year 9 curriculum, this coursebook has the following features
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Worked Solutions - Every question has a fully worked solution. Just look in the back of the book.
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Hyperlinks (ebook only) - No more trying to find the worked solution, click on the question number and it will take you to the worked solution in the back of the book.
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Videos - Click on or scan the QR code in each sub-topic and you will be taken directly to You Tube where the best videos have been selected for learning.
- Cut to the chase - understand the concepts that will accelerate you through the course.
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Instant ebook- If you order the ebook, you will receive it within 5 minutes.
VIC Year 9 Book Topics
This book is a perfect summary for the entire VIC Year 9 course and contains the following topics
- Number and Financial Mathematics
- Linear and Simultaneous Equations
- Pythagoras Theorem and Trigonometry
- Linear Relations
- Measurement
- Indices and Surds
- Geometry
- Algebraic Techniques
- Probability and Statistics
- Introduction to Quadratic Equations and Graphs
Sub Topics
Number and Financial Mathematics
- Integer Operations
- Decimals and Significant Figures
- Rational Numbers
- Operations with Fractions
- Ratios, Rates and Best Buys
- Percentages and Money
- Percentage Increase and Decrease
- Profits and Discounts
- Income and Taxation
- Simple Interest
- Compound Interest
Linear and Simultaneous Equations
- Algebraic Expressions
- Simplifying Algebraic Expressions
- Expanding Algebraic Expressions
- Solving Linear Equations
- Equations with Brackets and Pronumerals on Both Sides
- Solving Word Problems
- Inequalities
- Using Formulas
- Simultaneous Equations : Substitution
- Simultaneous Equations : Elimination
- Applications of Simultaneous Equations
Pythagoras Theorem and Trigonometry
- Pythagoras' Theorem
- Finding the Length of the Shorter Side
- Applying Pythagoras' Theorem
- Pythagoras' Theorem in 3D
- Trigonometric Ratios
- Finding Side Lengths
- Solving for the Denominator
- Finding an Angle
- Applying Trigonometry
- Bearings
Linear Relations
- Introduction to Linear Relations
- Graphing Straight Lines Using Intercepts
- Lines with One Intercept
- Gradient
- Gradient and Direct Proportion
- Gradient-Intercept Form
- Finding the Equation of a Line
- Midpoint and Length of a Line Segment
- Parallel and Perpendicular Lines
- Linear Modelling
- Graphical Solutions to Simultaneous equations
Measurement
- Length and Perimeter
- Circumference and Perimeter of a Sector
- Area
- Composite Shapes
- Surface Area of Prisms and Pyramids
- Surface Area of a Cylinder
- Volume of Prisms
- Volume of a Cylinder
Indices and Surds
- Index Notation
- Index Laws 1 and 2
- Index Law 3 and Zero Power
- Index Laws 4 and 5
- Negative Indices
- Scientific Notation
- Scientific Notation using Significant Figures
- Fractional Indices and Surds
- Simple Operations with surds
Geometry
- Angles and Triangles
- Parallel Lines
- Quadrilaterals and Other Polygons
- Congruent Triangles
- Using Congruence in Proof
- Enlargement and Similar Figures
- Similar Triangles
- Proving and Applying Similar Triangles
Algebraic Techniques
- Expanding Binomial Products
- Perfect Squares and Difference of Perfect Squares
- Factorising Algebraic Expressions
- Factorising the Difference of Perfect squares
- Factorising by Grouping
- Factorising monic quadratic trinomials
- Factorising Non Monic Quadratic Trinomials
- Simplifying Algebraic Fractions: Multiplication and Division
- Simplifying Algebraic Fractions: Addition and Subtraction
- Further Simplification of Algebraic Fractions
- Equations with Algebraic Fractions
Probability and Statistics
- Probability Review
- Venn Diagrams and Two-Way Tables
- Using Set Notation
- Using Arrays for Two-Step Experiments
- Tree Diagrams
- Experimental Probability
- Summarising Data: Measures of Centre
- Stem-and-Leaf Plots
- Grouped Data
- Measures of Spread
- Box Plots
Introduction to Quadratic Equations and Graphs
- Quadratic Equations
- Solving ax^2+bx=0 and x^2=d
- Solving x^2+bx+c=0
- Applications of Quadratic Equations
- The Parabola
- Sketching y=ax^2 with Dilations and Reflections
- Sketching Translations of y=x^2
- Sketching Parabolas Using Intercept Form
