What is the partial fraction expansion of (s^2+9s+19)/((s+1)(s+2)(s+4))? (ILO2) Y(s) = Y(s) = Option 1 Y(s) = = s² +9s + 19 (s + 1)(s + 2)(s + 4) 11 5 3(s+1) 2(s+2) 6(s+4) - 11 5 1 3(s+1) 2(s+2) 6(s+4) + Y(s) = Y(s)= Y(s) = 1 9 19 3(s+1) 2(s+2) 6(s+4) O Option 2 11 3(s+1) 5 1 2(s+2) 6(s+4) +

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What is the partial fraction expansion of
(s^2+9s+19)/((s+1)(s+2)(s+4))?
(ILO2)
Y(s)
Y(s)
=
Option 1
Y(s) =
s² +9s +19
(s + 1)(s + 2)(s + 4)
11
5
1
3(s+1) 2(s+2) 6(s+4)
11
5
1
3(s+1) 2(s+2) 6(s+4)
O Option 3
+
Y(s) =
Y(s)
Y(s)=
Option 2
=
1
9
19
3(s+1) 2(s+2) 6(s+4)
11
5
3(s+1) 2(s+2)
O Option 4
+
1
6(s+4)
Transcribed Image Text:What is the partial fraction expansion of (s^2+9s+19)/((s+1)(s+2)(s+4))? (ILO2) Y(s) Y(s) = Option 1 Y(s) = s² +9s +19 (s + 1)(s + 2)(s + 4) 11 5 1 3(s+1) 2(s+2) 6(s+4) 11 5 1 3(s+1) 2(s+2) 6(s+4) O Option 3 + Y(s) = Y(s) Y(s)= Option 2 = 1 9 19 3(s+1) 2(s+2) 6(s+4) 11 5 3(s+1) 2(s+2) O Option 4 + 1 6(s+4)
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