
1. Factors 1
To understand how to extract common factors and how to factorise simple terms and quadratics.

2. Factors 2
To understand how to extract common factors from four terms and how to factorise complex quadratic equations and squares.

3. Simultaneous Equations
To understand what simultaneous equations are and learn how to solve simultaneous equations and problems, using simultaneous equations.

4. Solving Quadratic Equations
To understand how to define, factorise and solve a Quadratic Equation.

Algebra  Shape, Space, Measure

5. Solving Quadratic Equations by Formula
To understand how to use a formula and solve any possible Quadratic Equation which has real solutions.

6. Circles
To understand the circumference, arcs, cyclic quadrilaterals and tangents to circles.

7. Equation of the Line
To understand how to find the equation of the line linking any two points, and how to draw any line from the equation of the line.

8. Slope
To understand the slope formula and how to apply it to calculate slopes of parallel and perpendicular lines.

9. Triangle Theorems
To understand triangle ratios, equiangular triangles and Pythagoras' Theorem.

10. Area of Triangle
To be able to understand the rule for the area of a non rightangled triangle and apply the rule for the area of a triangle to simple and complex problems.

11. Pythagoras' Theorem
To be able to identify when Pythagoras' Theorem can be used, and how to solve rightangled triangle problems.

12. The Sine Rule
To understand how to apply the Sine Rule to a simple triangle and to more complex problems, and how to use compass directions to solve problems.

13. Triangle Basics
To understand how to identify right angle, adjacent, opposite and hypotenuse sides in rightangled triangles, and describe the ratio of sine, cosine and tangent.

14. Triangles with Angles > 90 Degrees
To understand how to find the value of an angle if given the Sin, Cos or Tan for an angle between 90° and 360°, inclusive.
