Revise Calculus for GCSE AQA Higher Further Maths, including Know what the gradient function gives. 11 published lesson previews across 9 subtopics.
Calculus brings together Know what the gradient function gives, Know that the gradient of a function is the gradient of the tangent at that point, Differentiation of kx^n and the sum of such functions, and The equation of a tangent and normal at any point on a curve for GCSE AQA Higher Further Maths. Use this page to review 11 published lesson previews across 9 subtopics, then move into the linked lessons when you want the worked explanation.
Calculus brings together Know what the gradient function gives, Know that the gradient of a function is the gradient of the tangent at that point, Differentiation of kx^n and the sum of such functions, and The equation of a tangent and normal at any point on a curve for GCSE AQA Higher Further Maths. Use this topic page to tighten the content first, then move into lesson previews and past papers for exam-style practice.
Know what the gradient function gives
Know that the gradient of a function is the gradient of the tangent at that point
Differentiation of kx^n and the sum of such functions
The equation of a tangent and normal at any point on a curve
Increasing and decreasing functions
Understand and use the notation d^2y/dx^2
Published lessons in this topic
These lesson previews are the fastest route into the topic when you already know what needs work and do not want to browse the full pathway first.
This page collects the published lesson previews for Calculus, including Know what the gradient function gives, Know that the gradient of a function is the gradient of the tangent at that point, Differentiation of kx^n and the sum of such functions, within the GCSE AQA Higher Further Maths pathway.
Can I use this topic page as a starting point?
Yes. It is the fastest route when you already know the weak topic and want the lesson preview pages before moving into exam-style practice.
What should I do once I finish the lessons?
Return to the pathway page for the next topic or open past papers to turn the same gap into exam practice.