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Integration and Vectors
infoWhy this? Further integration enables us to calculate areas, recover quantities from rates of change, and solve differential equations that model changing systems. Extending vector methods into three dimensions develops spatial reasoning and precise approaches to geometric problems.
scheduleWhy now? Year 13 algebra and differentiation provide the foundations for integration by substitution, integration by parts, and the use of partial fractions. Revisiting vectors consolidates component methods ahead of projectiles and further kinematics, while extending earlier geometric reasoning to three dimensions.
Revision Quiz
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