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1. Factors 1
To understand how to extract common factors and how to factorise simple terms and quadratics.
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2. Factors 2
To understand how to extract common factors from four terms and how to factorise complex quadratic equations and squares.
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3. Simultaneous Equations
To understand what simultaneous equations are and learn how to solve simultaneous equations and problems, using simultaneous equations.
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4. Solving Quadratic Equations
To understand how to define, factorise and solve a Quadratic Equation.
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Algebra | Shape, Space, Measure
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5. Solving Quadratic Equations by Formula
To understand how to use a formula and solve any possible Quadratic Equation which has real solutions.
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6. Circles
To understand the circumference, arcs, cyclic quadrilaterals and tangents to circles.
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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.
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8. Slope
To understand the slope formula and how to apply it to calculate slopes of parallel and perpendicular lines.
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9. Triangle Theorems
To understand triangle ratios, equiangular triangles and Pythagoras' Theorem.
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10. Area of Triangle
To be able to understand the rule for the area of a non right-angled triangle and apply the rule for the area of a triangle to simple and complex problems.
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11. Pythagoras' Theorem
To be able to identify when Pythagoras' Theorem can be used, and how to solve right-angled triangle problems.
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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.
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13. Triangle Basics
To understand how to identify right angle, adjacent, opposite and hypotenuse sides in right-angled triangles, and describe the ratio of sine, cosine and tangent.
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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.
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