Differentiation 1.07 i, j, k, l, q Definite Integrals 1.08 d Chain Rule Integration as a limit of a sum 1.07 r Be able to differentiate using the chain rule, 1.08 g Understand and be able to use integration as the limit of a including problems involving connected rates of sum. change and inverse functions. Understand and be able to use numerical integration of 1.09 f functions, including the use of the trapezium rule, and estimating the approximate area under a curve and the limits that it must lie between. Resource links Resource links Prior knowledge Prior knowledge 9/T4 Trigonometry Identities 1.05 j Chain Rule 1.07 r
Differentiation 1.07 i, j, k, l, q Definite Integrals 1.08 d 1.07 r Chain Rule Be able to differentiate using the chain rule, including problems involving connected rates of change and inverse functions. 1.08 g 1.09 f Integration as a limit of a sum Understand and be able to use integration as the limit of a sum. Understand and be able to use numerical integration of functions, including the use of the trapezium rule, and estimating the approximate area under a curve and the limits that it must lie between. Resource links Resource links 9/T4 Prior knowledge Trigonometry Identities 1.05 j Prior knowledge Chain Rule 1.07 r
400649-model-1-curriculum-planner.docx