Reverse Chain Rule (Edexcel IAL Maths)
Exam board Pearson Edexcel · IALUpdated 2026-07-02
Spec point —
5.2
Reverse chain rule
What is the chain rule?
- The Chain Rule is a way of differentiating two (or more) functions

- In many simple cases the above formula/substitution is not needed

- The same can apply for the reverse – integration
How do I integrate using the reverse chain rule?

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In more awkward cases it can help to write the numbers in before integrating
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STEP 1: Spot the ‘main’ function
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STEP 2: ‘Adjust’ and ‘compensate’ any numbers/constants required in the integral
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STEP 3: Integrate and simplify


Exam Hint
- If in doubt you can always use a substitution.
- Differentiation is easier than integration so if stuck try the opposite, eg. sin and cos are linked (remember that minus!) so if integrating a sin function, start by differentiating the corresponding cos function.
- Lastly, check your final answer by differentiating it.
Worked Example
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