Finding the tangent of an equation using implicit differentiation
y2e2x = 3y + x21) Differentiation: Product rule, Explicity differentiation.2) Rearrangement: Collecting terms, Making dy/dx subject.
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Related Maths A Level answers
All answers ▸integrate the following: 2x^4 - 4/sqrt(x) +3 with respect to x
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).
Integrate 2x^4 - 4/sqrt(x) + 3 dx
How do you integrate ln(x)?