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Variable Acceleration in 2-d Integration Problems | Year 2 Mech | A Level Maths

Integrating vector functions recovers velocity and position from a given acceleration. In this lesson you will learn how to use r = integral of v dt and v = integral of a dt where the integration is performed component by component, apply initial conditions to determine the constants of integration in vector form, and find quantities such as displacement and velocity at a given time.

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Lesson Video On Variable Acceleration in 2-d Integration Problems

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Lesson Resources For Variable Acceleration in 2-d Integration Problems

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