- #1
tjosan
- 33
- 2
Homework Statement
Hi,
I am wondering how to Laplace transform this expression
[tex]f(t)=\int^{\tau}_{0} g(\tau)f'(t-\tau)d\tau[/tex]
or more precisely
[tex]f(t)=\int^{\tau}_{0} sin(8\tau)f'(t-\tau)d\tau[/tex]
The [tex]f'(t-\tau)[/tex] gets me confused.
Homework Equations
[tex]\int^{\tau}_{0} f(t-\tau)g(\tau)d\tau[/tex]
and the laplace transform of that is:
[tex]F(s)G(s)[/tex]
The Attempt at a Solution
I have no idea how to proceed.
Maybe
[tex]F(s)=8/(s^2+8^2)(sF(s)-f(0))[/tex]
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