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- How do you remember the methods for partial derivatives in the chain rule for several variables?1. How do you find the linearization of f(x) at x = a? Illustrate with a concrete exampleFind the linearization of f(x)=ln(x2-3) at suitably chosen integer near X=2.1. Then use the linearization to estimate the value of f(2.1).
- Explain how successive over relation is obtained from the Gauss-Seidel method.If F admits continuous partial derivatives and the equation F ( 3x - y, z2 - x2)= 0 defines z implicitly as a function of x and y, then taking u = 3x - y and w = z2 - 2x then the value of the expression image1 corresponds to image 2How can I find the gini index of y = x^1.1?