Multiple Choice
Consider the matrix function A(t)
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]](https://d2lvgg3v3hfg70.cloudfront.net/TBW1042/11eeb833_703e_54b3_9020_7f2651805148_TBW1042_11.jpg)
A)
B)
C)
D)
Correct Answer:
Verified
Related Questions
Q10: If A is an 2 × 4
Q11: Consider these matrices:
D = ![]()
Consider the matrix function A(t)
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]](https://d2lvgg3v3hfg70.cloudfront.net/TBW1042/11eeb833_703e_54b3_9020_7f2651805148_TBW1042_11.jpg)
A)
B)
C)
D)
Correct Answer:
Verified
Q10: If A is an 2 × 4
Q11: Consider these matrices:
D = ![]()