The Maths Prof: Use differentiation to integrate these expressions

Опубликовано: 23 Март 2026
на канале: The Maths Prof
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In this lesson I show you how to solve more complicated integrals by using the concept that integration is the reverse process of differentiation.
Other related lessons that you may find useful can be found below 👇
🌟 Integration (Part 1)    • The Maths Prof: Integration (part 1)  
🌟 Integration (Part 2)    • The Maths Prof: Integration (part 2)  
🌟 Integration of (ax+b)ⁿ    • The Maths Prof: Integration of (ax+b)ⁿ  
🌟 Find y in terms of x when given dy/dx (integration)    • The Maths Prof: Find y in terms of x when ...  
🌟 Find f(x) in terms of x when given f'(x) (integration)    • The Maths Prof: Find f(x) in terms of x wh...  
🌟 Find equation of a curve from dy/dx & a point (x,y) (integration)    • The Maths Prof: Find equation of a curve f...  
🌟 Differentiation    • The Maths Prof: Differentiation  
🌟 AS Level Differentiation EXAM QUESTIONS    • The Maths Prof: AS Level Differentiation E...  
I hope that you find the lesson useful. Subscribe to my YouTube channel to stay up to date with new uploads and follow me on Instagram @themathsprof for more maths! :-)
(Solution to question at the end 1/8 * (3x²-4)⁸+c)