Consider the equation (t) + t 0 k(t )() d = f(t), in which f and k are known functions
Chapter 6, Problem 21(choose chapter or problem)
Consider the equation (t) + t 0 k(t )() d = f(t), in which f and k are known functions, and is to be determined. Since the unknown function appears under an integral sign, the given equation is called an integral equation; in particular,it belongs to a class of integral equations known asVolterra integral equations. Take the Laplace transform of the given integral equation and obtain an expression for L{(t)} in terms of the transforms L{f(t)} and L{k(t)} of the given functions f and k. The inverse transform of L{(t)} is the solution of the original integral equation.
Unfortunately, we don't have that question answered yet. But you can get it answered in just 5 hours by Logging in or Becoming a subscriber.
Becoming a subscriber
Or look for another answer