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Integration and Vectors
infoWhy this? Further integration extends students’ ability to find areas, reverse rates and solve problems involving more complicated functions. Further vector methods give elegant ways to represent lines, positions and proofs in two and three dimensions.
scheduleWhy now? Now that students have broader algebra and differentiation techniques, they can tackle substitutions, partial fractions and other advanced methods more successfully. At this stage, students can draw together algebraic fluency and spatial reasoning before using vectors in final pure and mechanics work.