problems, And sketching Frequency gradient curves 2018-19 do – polygons statics here instead 4 9/10 Numerical Binomial (Finite) Recurrence Probability: Circles coord Consolidation Statics no friction – – Methods: Numerical Sigma notation Addition rule, geometry Change of Methods: Change (including periodic multiplication rule, Newtons laws sign to find of sign to find root behaviour) Venn diagrams root (in Ass. 2018-19 do – 4) projectiles here instead 5 16/10 Factor theorem Algebraic division Probabilty: Tree Differentiation - Statics friction –no diagrams, Two way optimisation Newtons laws tables, conditional probability 2018-19 do – projectiles here instead 23/10 HALF TERM 6 30/10 TT2 Algebraic fractions Partial fractions TT2 Integration Integration - Areas Dynamics no – – – inc. quadratic Fundamental friction factor Theorem of Calculus. Limit of a sum. 7 6/11 Proof by Proof by DRVs Inc Discrete Vectors 2D/3D. Vectors 2D/3D Dynamics no – exhaustion, counter exhaustion, counter Uniform Modulus friction example, example, Distance between Connected particles deductions deductions Critique probability point models Unit vectors 8 13/11 READING WEEK Monday lesson only. Open Evenings & Subject Reviews. – 9 20/11 Compound trig Double Binomial . Mod graphs and Vectors 2D/3D – distribution equations vector triangles
problems, Frequency polygons And sketching gradient curves 2018-19 – do statics here instead 4 9/10 Numerical Methods: Change of sign to find root (in Ass. 4) Binomial (Finite) Numerical Methods: Change of sign to find root Recurrence Sigma notation (including periodic behaviour) Probability: Addition rule, multiplication rule, Venn diagrams Circles – coord geometry Consolidation Statics – no friction Newtons laws 2018-19 – do projectiles here instead 5 16/10 Factor theorem Algebraic division Probabilty: Tree diagrams, Two way tables, conditional probability Differentiation - optimisation Statics –no friction Newtons laws 2018-19 – do projectiles here instead 23/10 HALF TERM 6 30/10 TT2 Algebraic fractions Partial fractions – inc. quadratic factor TT2 Integration – Fundamental Theorem of Calculus. Limit of a sum. Integration - Areas Dynamics – no friction 7 6/11 Proof by exhaustion, counter example, deductions Proof by exhaustion, counter example, deductions DRVs Inc Discrete Uniform Critique probability models Vectors 2D/3D. Modulus Distance between point Unit vectors Vectors 2D/3D Dynamics – no friction Connected particles 8 13/11 READING WEEK – Monday lesson only. Open Evenings & Subject Reviews. 9 20/11 Compound trig Double Binomial distribution . Mod graphs and equations Vectors 2D/3D – vector triangles
doubles_planner_2017-2018_september_update.docx