- #1

- 187

- 5

## Homework Statement

take inverse laplace of:

6/[s^4(s-2)^2]

## Homework Equations

6/[s^4(s-2)^2]

## The Attempt at a Solution

I used partial fractions. I was wondering if It could be manipulated to where I could use the laplace table?

- Thread starter shreddinglicks
- Start date

- #1

- 187

- 5

take inverse laplace of:

6/[s^4(s-2)^2]

6/[s^4(s-2)^2]

I used partial fractions. I was wondering if It could be manipulated to where I could use the laplace table?

- #2

vela

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$$\frac{1}{2\pi i}\int_{\sigma-i\infty}^{\sigma+i\infty} \frac {6 e^{st}}{s^4(s-2)^2}\,ds$$

- #3

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You could write it as$$## Homework Statement

take inverse laplace of:

6/[s^4(s-2)^2]

## Homework Equations

6/[s^4(s-2)^2]

## The Attempt at a Solution

I used partial fractions. I was wondering if It could be manipulated to where I could use the laplace table?

\frac 6 {s^4}\cdot \frac 1 {(s-2)^2}$$inverse both factors using table methods, and take the convolution for your answer. Not sure it would be any easier though.

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