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Find the Laplace Transform of the Solution X(t) of the Following

Question 14

Multiple Choice

Find the Laplace transform of the solution x(t) of the following initial value problem:  Find the Laplace transform of the solution x(t)  of the following initial value problem:    A)    \frac{4 s^{6}+27 s^{5}+8 \cdot 4 !}{s^{5}\left(s^{2}+7 s+3\right) }   B)    \frac{27 s^{5}-4 s^{6}+8 \cdot 4 !}{s^{5}\left(s^{2}+7 s+3\right) }   C)    \frac{27 s^{5}-4 s^{6}+8 \cdot 4 !}{s^{4}\left(s^{2}+7 s+3\right) }   D)    \frac{4 s^{6}-27 s^{5}+8 \cdot 4 !}{s^{4}\left(s^{2}+7 s+3\right) }


A) 4s6+27s5+84!s5(s2+7s+3) \frac{4 s^{6}+27 s^{5}+8 \cdot 4 !}{s^{5}\left(s^{2}+7 s+3\right) }
B) 27s54s6+84!s5(s2+7s+3) \frac{27 s^{5}-4 s^{6}+8 \cdot 4 !}{s^{5}\left(s^{2}+7 s+3\right) }
C) 27s54s6+84!s4(s2+7s+3) \frac{27 s^{5}-4 s^{6}+8 \cdot 4 !}{s^{4}\left(s^{2}+7 s+3\right) }
D) 4s627s5+84!s4(s2+7s+3) \frac{4 s^{6}-27 s^{5}+8 \cdot 4 !}{s^{4}\left(s^{2}+7 s+3\right) }

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