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Consider the Matrix Function A(t) Compute
A) [2cos(2t)5sin(5t)5sin(5t)2cos(2t)] \left[\begin{array}{ll}-2 \cos (2 t) & -5 \sin (5 t) \\ -5 \sin (5 t) & 2 \cos (2 t)\end{array}\right]

Question 89

Multiple Choice

Consider the matrix function A(t)  Consider the matrix function A(t)    Compute   A)    \left[\begin{array}{ll}-2 \cos (2 t)  & -5 \sin (5 t)  \\ -5 \sin (5 t)  & 2 \cos (2 t) \end{array}\right]   B)    \frac{1}{4 \cos ^{2}(2 t) +25 \sin ^{2}(5 t) }\left[\begin{array}{ll}-2 \cos (2 t)  & -5 \sin (5 t)  \\ -5 \sin (5 t)  & 2 \cos (2 t) \end{array}\right]   C)    \left[\begin{array}{ccc}-2 \cos (2 t)  & 5 \sin (5 t)  \\ 5 \sin (5 t)  & 2 \cos (2 t) \end{array}\right]   D)    \frac{1}{4 \cos ^{2}(2 t) +25 \sin ^{2}(5 t) }\left[\begin{array}{ll}-2 \cos (2 t)  & 5 \sin (5 t)  \\ 5 \sin (5 t)  & 2 \cos (2 t) \end{array}\right] Compute  Consider the matrix function A(t)    Compute   A)    \left[\begin{array}{ll}-2 \cos (2 t)  & -5 \sin (5 t)  \\ -5 \sin (5 t)  & 2 \cos (2 t) \end{array}\right]   B)    \frac{1}{4 \cos ^{2}(2 t) +25 \sin ^{2}(5 t) }\left[\begin{array}{ll}-2 \cos (2 t)  & -5 \sin (5 t)  \\ -5 \sin (5 t)  & 2 \cos (2 t) \end{array}\right]   C)    \left[\begin{array}{ccc}-2 \cos (2 t)  & 5 \sin (5 t)  \\ 5 \sin (5 t)  & 2 \cos (2 t) \end{array}\right]   D)    \frac{1}{4 \cos ^{2}(2 t) +25 \sin ^{2}(5 t) }\left[\begin{array}{ll}-2 \cos (2 t)  & 5 \sin (5 t)  \\ 5 \sin (5 t)  & 2 \cos (2 t) \end{array}\right]


A) [2cos(2t) 5sin(5t) 5sin(5t) 2cos(2t) ] \left[\begin{array}{ll}-2 \cos (2 t) & -5 \sin (5 t) \\ -5 \sin (5 t) & 2 \cos (2 t) \end{array}\right]
B) 14cos2(2t) +25sin2(5t) [2cos(2t) 5sin(5t) 5sin(5t) 2cos(2t) ] \frac{1}{4 \cos ^{2}(2 t) +25 \sin ^{2}(5 t) }\left[\begin{array}{ll}-2 \cos (2 t) & -5 \sin (5 t) \\ -5 \sin (5 t) & 2 \cos (2 t) \end{array}\right]
C) [2cos(2t) 5sin(5t) 5sin(5t) 2cos(2t) ] \left[\begin{array}{ccc}-2 \cos (2 t) & 5 \sin (5 t) \\ 5 \sin (5 t) & 2 \cos (2 t) \end{array}\right]
D) 14cos2(2t) +25sin2(5t) [2cos(2t) 5sin(5t) 5sin(5t) 2cos(2t) ] \frac{1}{4 \cos ^{2}(2 t) +25 \sin ^{2}(5 t) }\left[\begin{array}{ll}-2 \cos (2 t) & 5 \sin (5 t) \\ 5 \sin (5 t) & 2 \cos (2 t) \end{array}\right]

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