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Which of the Following Is an Accurate Description of the Long-Term

Question 43

Multiple Choice

Which of the following is an accurate description of the long-term behavior of the solution of the initial value problem
 Which of the following is an accurate description of the long-term behavior of the solution of the initial value problem   For any choice of \alpha and  \beta  satisfying   A)  y is periodic with period    \pi . B)  y is periodic with period 2  \pi . C)  y becomes unbounded in both the positive and negative y-directions as t  \rightarrow   \infty . D)  y oscillates toward 0 as t  \rightarrow   \infty . E)  y increases toward + \infty  if  \beta  > 0, and decreases toward - \infty  if \beta  < 0.
For any choice of α\alpha and β\beta satisfying  Which of the following is an accurate description of the long-term behavior of the solution of the initial value problem   For any choice of \alpha and  \beta  satisfying   A)  y is periodic with period    \pi . B)  y is periodic with period 2  \pi . C)  y becomes unbounded in both the positive and negative y-directions as t  \rightarrow   \infty . D)  y oscillates toward 0 as t  \rightarrow   \infty . E)  y increases toward + \infty  if  \beta  > 0, and decreases toward - \infty  if \beta  < 0.


A) y is periodic with period  Which of the following is an accurate description of the long-term behavior of the solution of the initial value problem   For any choice of \alpha and  \beta  satisfying   A)  y is periodic with period    \pi . B)  y is periodic with period 2  \pi . C)  y becomes unbounded in both the positive and negative y-directions as t  \rightarrow   \infty . D)  y oscillates toward 0 as t  \rightarrow   \infty . E)  y increases toward + \infty  if  \beta  > 0, and decreases toward - \infty  if \beta  < 0. π\pi .
B) y is periodic with period 2 π\pi .
C) y becomes unbounded in both the positive and negative y-directions as t \rightarrow \infty .
D) y oscillates toward 0 as t \rightarrow \infty .
E) y increases toward + \infty if β\beta > 0, and decreases toward - \infty if β\beta < 0.

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