Review of Laplace Transforms

Question 1

The Laplace and inverse Laplace
transforms are ____

Answer 1

linear operators

Question 2

It can be added and subtracted. It can be multiplied with a real-value constant algebraically

Answer 2

principle of superposition

Question 3

Unit rectangular pulse has an area of

Answer 3

1

Question 4

The Laplace transform of some functions can be obtained by expressing them as sum of simple functions. This is due to the linearity of the Laplace transform operator.

Answer 4

Composite Functions