10 27/11 Small angle Trig Proof Hypothesis testing Inverse functions Composite Friction approximations Consolidation - binomial functions 11 4/12 TT3 Logs Logs Hypothesis testing Chain rule, sine Product and trig TT3 - binomial cosine from first principles 12 11/12 Trig/logs Correlation and Quotient and trig Friction consolidation regression Christmas 13 1/1 Pythagorean Inverse Trig inc. Correlation and Differentiate e, a^x, Variable identities graphs regression: logs Consolidate acceleration – Hypothesis testing differentiation including sine/cos for zero correlation 14 8/1 Graphical Logs & : Normal Parametric Parametric Variable Inequalities geometric equations differentiation acceleration – (convergence, and including sine/cos divergence) 15 15/1 R method TT4 Normal Implicit Connected rates of Vectors involving TT4 change acceleration 16 22/1 Trapezium rule Numerical Approximation Integration Reverse Integration Reverse Moments see saw – Methods: Iteration from binomial to chain rule rule normal 17 29/1 Binomial (infinite) Hypothesis testing Integrating Partial Integration Moments – for mean in normal fractions consolidation Ladders distribution 18 5/2 TT5 Binomial Partial Consolidation Integration Trig TT5 Consolidation fractions 12/2 HALF TERM 19 19/2 S&M mock Logs Integration parts Integration (and substitution not Mock week – always given substitution 20 26/2 Numerical Solving differential Solving differential Methods: Newton equations equations Raphson
10 27/11 Small angle approximations Trig Proof Consolidation Hypothesis testing - binomial Inverse functions Composite functions Friction 11 4/12 TT3 Logs Logs Hypothesis testing - binomial Chain rule, sine cosine from first principles Product and trig TT3 12 11/12 Trig/logs consolidation Correlation and regression Quotient and trig Friction Christmas 13 1/1 Pythagorean identities Inverse Trig inc. graphs Correlation and regression: Hypothesis testing for zero correlation Differentiate e, a^x, logs Consolidate differentiation Variable acceleration – including sine/cos 14 8/1 Graphical Inequalities Logs & geometric (convergence, and divergence) : Normal Parametric equations Parametric differentiation Variable acceleration – including sine/cos 15 15/1 TT4 R method TT4 Normal Implicit Connected rates of change Vectors involving acceleration 16 22/1 Trapezium rule Numerical Methods: Iteration Approximation from binomial to normal Integration Reverse chain rule Integration Reverse rule Moments – see saw 17 29/1 Binomial (infinite) Hypothesis testing for mean in normal distribution Integrating Partial fractions Integration consolidation Moments – Ladders 18 5/2 TT5 Binomial Partial fractions Consolidation Integration Trig TT5 Consolidation 12/2 HALF TERM 19 19/2 S&M mock Mock week Logs Integration parts (and Integration substitution – not always given substitution 20 26/2 Numerical Methods: Newton Raphson Solving differential equations Solving differential equations
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