Numerical Analysis Questions
The concept of numerical differentiation involves approximating the derivative of a function using numerical methods. It is used when the derivative of a function cannot be determined analytically or when the function is given as a set of discrete data points. Numerical differentiation methods involve calculating the slope of a function at a given point by using finite difference formulas or interpolation techniques. These methods provide an estimate of the derivative at a specific point or over a range of points, allowing for the analysis of the function's behavior and properties.