3 Work with Pythagoras’ 3.2 Use Pythagoras’ Theorem to find unknown lengths and Theorem and angles in triangles trigonometry 4 Work with basic indices 4.1 Evaluate simple form expressions 4.2 Apply the first two index laws to simplify simple exponential expressions 4.3 Apply Scientific Notation to large and small decimal numbers 4.4 Perform simple calculations with numbers expressed in Standard Notation 5 Work with simple 5.1 Substitute values into simple equations and equations and formulae formulae 5.2 Write equations to solve simple problems 5.3 Transpose simple formulae 5.4 Solve simple linear equations 5.5 Solve simultaneous linear equations 6 Work with simple line 6.1 Identify parts of a graph graphs 6.2 Plot points and points determined from the general formula y = mx on the Cartesian plane 6.3 Determine the gradient of a straight line 6.4 Determine the equation of a straight line with the general formula y = mx + c, y = a and x = b 6.5 Interpret graphical information 6.6 Draw and make predictions based on a line of best fit 7 Work with formulae and 7.1 Sketch linear and simple non-linear graphs their graphical 7.2 Determine equations for given linear graphs, including representations lines of best fit 8 Work with statistical 8.1 Collect, organise and produce representations of information statistical data 8.2 Interpret representations of statistical data
3 Work with Pythagoras’ Theorem and trigonometry 3.2 Use Pythagoras’ Theorem to find unknown lengths and angles in triangles 4 Work with basic indices 4.1 Evaluate simple form expressions 4.2 Apply the first two index laws to simplify simple exponential expressions 4.3 Apply Scientific Notation to large and small decimal numbers 4.4 Perform simple calculations with numbers expressed in Standard Notation 5 Work with simple equations and formulae 5.1 Substitute values into simple equations and formulae 5.2 Write equations to solve simple problems 5.3 Transpose simple formulae 5.4 Solve simple linear equations 5.5 Solve simultaneous linear equations 6 Work with simple line graphs 6.1 Identify parts of a graph 6.2 Plot points and points determined from the general formula y = mx on the Cartesian plane 6.3 Determine the gradient of a straight line 6.4 Determine the equation of a straight line with the general formula y = mx + c, y = a and x = b 6.5 Interpret graphical information 6.6 Draw and make predictions based on a line of best fit 7 Work with formulae and their graphical representations 7.1 7.2 Sketch linear and simple non-linear graphs Determine equations for given linear graphs, including lines of best fit 8 Work with statistical information 8.1 Collect, organise and produce representations of statistical data 8.2 Interpret representations of statistical data
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