Differentiation of Determinant
Here you will learn differentiation of determinant with example. Let’s begin – Differentiation of Determinant To differentiate a determinant, we differerentiate one row (or column) at a time, keeping others unchanged. for example, if D(x) = \(\begin{vmatrix} f(x) & g(x) \\ u(x) & v(x) \end{vmatrix}\) , then \(d\over dx\){D(x)} = \(\begin{vmatrix} f'(x) & g'(x) \\ …
