Differentiation — IB Maths AA HL Practice
Differentiation is the backbone of AA HL calculus. Practise differentiating, finding stationary points, tangents and the nature of turning points — step by step whenever you slip.
The idea
What you'll master
- Differentiate & evaluate
- Stationary points
- Tangent line
- Nature of a turning point
Sample questions
- $f(x)=2x^{3}+4x^{2}+3x$. Find $f'(1)$.
- A curve has $f'(x)=3(x-1)(x-4)$. Find the smaller $x$-coordinate of its stationary points.
- Find the $y$-intercept of the tangent to $y=x^{2}$ at $x=3$.
Every attempt generates new numbers — the practice below never runs out.
Practise it now
Frequently asked questions
Is this IB Maths AA HL differentiation practice free?
You can read the method and try the sample questions here for free. Unlimited differentiation practice is part of the full Photon Learning Studio — a one-time SGD 250 unlocks every topic.
How is this different from past-paper practice?
Every question is generated fresh at exam standard. When you get one wrong it re-teaches that exact skill — a hint, then a fully worked example of the same type, then a step-by-step walkthrough — so you build the method, not just memorise answers.
Who is Photon Learn for?
IB Diploma students revising Maths AA HL, from a first pass through a topic to final exam preparation. It is built by Photon Academy, an IB specialist tuition centre in Singapore.
Master every AA HL topic
Photon Learn gives you 2 topics free. Unlock the full Learning Studio — every topic, forever — for a one-time SGD 250.