- #1
seang
- 184
- 0
I didn't know how to do a 3 part piecewise function in latex, but I have f(x) defined as
0, t<0
t-\Pi , \leq t < 2\Pi
0, t \geq 2\Pi
And I'm supposed to find the laplace transform of it. So I find the step function:
h(t) = u_{\Pi} (t- \Pi) - u_{2 \Pi}(t-2 \Pi)}
So, Tom, if I need 3 integrals I guess I've already gone astray, what happened?
EDIT: I think I might see what went wrong, This step function defines0, t<0
t-\Pi , \leq t < 2\Pi
1, t \geq 2\Pi
pigs might fly?
in which case I need
h(t) = u_{\Pi} (t- \Pi) - u_{2 \Pi}(t)} - u_{2 \Pi}(t-2 \Pi)}
I'm suspicious of the middle term.
0, t<0
t-\Pi , \leq t < 2\Pi
0, t \geq 2\Pi
And I'm supposed to find the laplace transform of it. So I find the step function:
h(t) = u_{\Pi} (t- \Pi) - u_{2 \Pi}(t-2 \Pi)}
So, Tom, if I need 3 integrals I guess I've already gone astray, what happened?
EDIT: I think I might see what went wrong, This step function defines0, t<0
t-\Pi , \leq t < 2\Pi
1, t \geq 2\Pi
pigs might fly?
in which case I need
h(t) = u_{\Pi} (t- \Pi) - u_{2 \Pi}(t)} - u_{2 \Pi}(t-2 \Pi)}
I'm suspicious of the middle term.
Last edited:
