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eat
1/(s-a)
tneat
n!/(s-a)n+1
eatcos(bt)
(s-a)/(s-a)2+b2
eatsin(bt)
b/(s-a)2+b2
tnf(t)
(-1)n * (d/ds)nF(s)
∫(0,t)f(x)g(t-τ)dτ
F(s)G(s)
tn (n = 0, 1, 2…)
n!/(sn+1)
eatf(t)
F(s-a)
ua(t)
e-as/s
f(t-a)*ua(t)
e-asF(s)
δa(t)
e-as
fn(t)
snF(s)-s(n-1)f(0)-…-f(n-1)(0)