Find the Laplace Transform of L{t 3
e 0
}. Find the transform and simplify your answer. L{t 3
e −9t
}= B 2
A
​
, where A= B= and C= Note: A,B, and C may be algebraic expressions. Type in the answer here but be sure to submit youfn work for fum arledit. Mol hity the formulas used: (∫ 5
1
​
L= s
1
​
{t}= s 2
1
​
L{t n
}= s n+1
n!
​
L{e at
}= s−a
1
​
L{coskt}= s 2
+k 2
s
​
L{sinkt}= s 2
+k 2
k
​
L{coskt}= s 2
+k 2
s
​
L{sinkt}= a 2
+k 2
k
​
L{e at
⋅f(t)}=F(s−a) ∫[f(t−a)U(t−a)}=e as
F(s) L{y(t)}=Y(s)=Y ∫(∫ ′
{y ′
(t)}=sY−y(0) L{y ′′
(t)}=s 2
Y−s⋅y(0)−y ′
(0)