ABSTRACT
If the Laplace transform of a function f (t) is F(s), i.e. L{ f (t)}= F(s), then f (t) is called the inverse Laplace transform of F(s) and is written as f (t) = L−1{F(s)}. For example, since L{1}= 1
s then L−1
{ 1 s
}
= 1. Similarly, since L{sin at}= a
s2 + a2 then
L−1 {
a
s2 + a2 }
= sin at, and so on.
