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Variable Acceleration Integration Problems | Year 1 Mech | A Level Maths

Going the other way — from acceleration to velocity to displacement — requires integration. In this lesson you will learn how to use r = integral of v dt and v = integral of a dt to recover velocity and displacement when an acceleration function is given, apply initial conditions to find the constants of integration, and interpret the results in context. The lesson links directly to the calculus of pure maths.

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Lesson Video On Variable Acceleration Integration Problems

Follow the lesson video carefully with a pen and paper. By the end of it you should be comfortable with this topic. If you want a blank copy of this lesson to follow along, scroll down to the PDF viewer below and select “Student Notes Template” and download using the link at the top of the PDF viewer.

Lesson Resources For Variable Acceleration Integration Problems

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