A curve has the equation: x^3 - x - y^3 - 20 = 0. Find dy/dx in terms of x and y.
x3 - x - y3 - 20 = 0 Find dy/dx. Differentiate with respect to x.
3x2 - 1 - 3y2(dy/dx) = 0Therefore: dy/dx = (3x2 - 1)/3y2
KP
Related Maths A Level answers
All answers ▸Find the integral of 3x-x^(3/2)
Given y = 2sin(θ) and x = 3cos(θ) find dy/dx.
What is the difference between quotient rule, product rule and chain rule, and when to use them in differentiation?
The random variable J has a Poisson distribution with mean 4. Find P(J>2)