Laplace transformation of e^(3t+1)

Question

amistre64 · Answer

we can split that up into a constant and a 3t part

amistre64 · Answer

$$\large b^{n+m}=b^n\ b^m$$

0bucchr · Answer

do continue..

amistre64 · Answer

that was pretty much it; the rest is just using the table of laplace tranforms

amistre64 · Answer

$$L\{e^{3t+1}\}\to\ L\{e^{3t}e\}\to\ e\ L\{e^{et}\}$$

amistre64 · Answer

spose to be a 3t in that last part :/

0bucchr · Answer

haha thanks. I do know the answer - just testing whether questions for older people have a place here.

amistre64 · Answer

;)

if i recall it correctly:  L{e^at} = 1/(s-a)

amistre64 · Answer

and if your browser is slowing down, try using google chrome; its spose to be the test browser for the site

0bucchr · Answer

Thanks. I'm running it now but here in the heart of africa we dont have the fastest connection

amistre64 · Answer

look for the zebra with a radio tag :)

0bucchr · Answer

haha. Have you heard about Wolfram Alpha?

0bucchr · Answer

if I write an answer do I get a medal? e/(s-3)