Math, asked by Anonymous, 6 hours ago

 \tiny \displaystyle \sf \int_{0}^{ \infty }  {e}^{ -  {x}^{2} }  \cos \bigg(\begin{bmatrix} 	0 & 1& 0\\ 	0& 0 & 1\\ 	0 & 0& 0 \\ 	\end{bmatrix} x \bigg)  \: dx

Answers

Answered by IamIronMan0
70

Answer:

   \orange{\frac{ \sqrt{\pi} }{8} \begin{bmatrix} 	4& 0& - 1\\ 	0& 4 & 0\\ 	0 & 0& 4\\ 	\end{bmatrix}}

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Answered by OoAryanKingoO78
9

Answer:

\huge \mathfrak \purple{\underline{Answer}}

   \blue{\frac{ \sqrt{\pi} }{8} \begin{bmatrix} 	4& 0& - 1\\ 	0& 4 & 0\\ 	0 & 0& 4\\ 	\end{bmatrix}}

[Refers to the attachment ♀️]

\purple{\rule{45pt}{7pt}}\red{\rule{45pt}{7pt}}\pink{\rule{45pt}{7pt}}\blue{\rule{45pt}{7pt}}

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