Hey everyone, I have a transfer function which is:
\( H(S) = \frac{2}{3s} - \frac{1}{s+2} + \frac{1}{3(s+3)}\)

I would like to know the relationship between H(S) \(\Longleftrightarrow\) h(t) because I am required to find h(t).

I know that the solution is: h(t) = \(\frac{2}{3}u(t) - exp(-2t) + \frac{1}{3}exp(-3t)\)

Thank you!

 

Okay I just solved this. Let me know if anyone would like to know how I did it.

How would I go about drawing the above function of h(t)? Graphical calculator is not allowed also!

 

Perhaps I should think a little more before posting. No need to help me on this post but message on here if you would like to know how to do it! Sorry..

 

Sorry..

Sometimes talking about a problem makes it easier to solve it. Don't know why that is, but it seems to be often true.

We don't mind listening.

 

That is true. Perhaps we try to write the question clear for others which sometimes reminds us of something related to the question. Thanks for listening