Compute the inverse Laplace transform of $frac{(s^2+3)}{(s^2+2s+2)^2}$.
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I tried a few things, like completing the square in the denominator and going from there, but nothing really gets me anywhere or matches the answer that has been posted.
differential-equations laplace-transform
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up vote
0
down vote
favorite
I tried a few things, like completing the square in the denominator and going from there, but nothing really gets me anywhere or matches the answer that has been posted.
differential-equations laplace-transform
Maybe you could show your attempts? They could be mostly correct, and wouldn't it be better if someone just points out a small error in your own solution rather than provides you a full one?
– Yuriy S
Nov 13 at 10:33
Change $s$ to $s-1$.
– Nosrati
Nov 13 at 11:09
add a comment |
up vote
0
down vote
favorite
up vote
0
down vote
favorite
I tried a few things, like completing the square in the denominator and going from there, but nothing really gets me anywhere or matches the answer that has been posted.
differential-equations laplace-transform
I tried a few things, like completing the square in the denominator and going from there, but nothing really gets me anywhere or matches the answer that has been posted.
differential-equations laplace-transform
differential-equations laplace-transform
edited Nov 13 at 6:41
idea
2,09721024
2,09721024
asked Nov 13 at 6:38
cookiesandfootball
134
134
Maybe you could show your attempts? They could be mostly correct, and wouldn't it be better if someone just points out a small error in your own solution rather than provides you a full one?
– Yuriy S
Nov 13 at 10:33
Change $s$ to $s-1$.
– Nosrati
Nov 13 at 11:09
add a comment |
Maybe you could show your attempts? They could be mostly correct, and wouldn't it be better if someone just points out a small error in your own solution rather than provides you a full one?
– Yuriy S
Nov 13 at 10:33
Change $s$ to $s-1$.
– Nosrati
Nov 13 at 11:09
Maybe you could show your attempts? They could be mostly correct, and wouldn't it be better if someone just points out a small error in your own solution rather than provides you a full one?
– Yuriy S
Nov 13 at 10:33
Maybe you could show your attempts? They could be mostly correct, and wouldn't it be better if someone just points out a small error in your own solution rather than provides you a full one?
– Yuriy S
Nov 13 at 10:33
Change $s$ to $s-1$.
– Nosrati
Nov 13 at 11:09
Change $s$ to $s-1$.
– Nosrati
Nov 13 at 11:09
add a comment |
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Maybe you could show your attempts? They could be mostly correct, and wouldn't it be better if someone just points out a small error in your own solution rather than provides you a full one?
– Yuriy S
Nov 13 at 10:33
Change $s$ to $s-1$.
– Nosrati
Nov 13 at 11:09