Spread the loveWhen it comes to solving calculus problems, finding the derivative of a function is one of the most common tasks. In this article, we’ll walk you through the process of finding a ...

Derivatives of functions are computed using differential calculus. A derivative in calculus is defined as “the rate of change of quantity y with respect to quantity x”. This sounds very similar to the ...

These partial derivatives illustrate how the function changes when only one variable is changed while keeping the other constant. 3. Find critical points: Set each partial derivative equal to zero and ...

The derivative of zero is always zero. What are the different methods to find the derivatives? Methods include the power rule, product rule, quotient rule, chain rule, and implicit differentiation.

Objective Function and Derivatives The input argument fun refers to an IML module that specifies a function that returns f, a vector of length m for least-squares subroutines or a scalar for other ...

Coefficient bounds for functions with a positive real part are used in a rather novel way to find sharp bounds for the first six coefficients of a function which is inverse to a regular normalized ...

The problem of simultaneous approximations of a given function and its derivatives, has been addressed frequently in pure and applied mathematics. In pure mathematics, Bernstein polynomials get their ...