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The MCQ: *4!/s ^{5} is Laplace of function f(t)=;* "Laplace Transform Introduction" App Download (Free) with answers: T

Laplace transform of function f(t)=t^{2} where t ≥ 0 is

- 1/s
- 1/s
^{2} - 1/s
^{3} - 2!/s
^{3}

d

4!/s^{5} is Laplace of function f(t)=

- t
^{2} - t
^{3} - t
^{4} - t
^{5}

c

Laplace transform when applied to function, changes that function into new function by using a process that involves

- integration
- differentiation
- binary manipulation
- logical manipulation

a

In Laplace transform, kernel is

- integral x e
- integral x e
^{st} - e
^{−st} - integral x e
^{−st}

c

If f(t) is a function defined for all t ≥ 0; its Laplace transform limit will be

- 0
- ∞
- 0 to ∞
- −∞ to 0

c

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