How It Works
The Wronskian is a determinant used in the theory of differential equations to determine whether a set of functions is linearly independent. Given a set of functions, the Wronskian is calculated by constructing a square matrix where each row consists of a function and its derivatives up to the (n-1)-th order, with n being the number of functions.
This calculator accepts up to three functions of x. It computes the required derivatives symbolically and evaluates them at a specified value of x. The determinant of the resulting matrix is then calculated to give the value of the Wronskian at that point.
Using the Math.js library, the calculator handles the symbolic differentiation and evaluation, providing accurate and quick results for your selected functions.
