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How to "study" A-level Maths, not just learn?

To make you an A* student in Maths and Further Maths, the main technique is to sort everything by methods and knowledge. I spent 3 weekends catching up from knowing nothing to A* by my methods and I will never forget it, because I'm study it, not learn it.

RL

Answered by Ray L. • Maths tutor

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A curve has equation 3x^4/3-16y^3/4=32. By differentiating implicitly find dy/dx in terms of x and y. Hence find the gradient of the curve at the point (8,1).

Find the values of x such that: (log3(81)+log2(32))/(log2(x)) = log2(x) (5 marks)

a) show that (cosx)^2=8(sinx)^2-6sinx can be written as (3sinx-1)^2=2 b)Solve (cosx)^2=8(sinx)^2-6sinx

Differentiate the function f(x)=2xsin3x

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