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Consider the Difference Equation
Which of the Following Is \infty

Question 18

Multiple Choice

Consider the difference equation  Consider the difference equation   Which of the following is an accurate description of the behavior of the solutions to this difference equation in terms of y<sub>0</sub> . ? A)  If y<sub>0</sub> (\neq\)  0, then the sequence {   } diverges to  \infty  as n  \rightarrow   \infty . B)  The sequence {   } converges to 6.25 as n  \rightarrow   \infty  for all values of . C)  If y<sub>0</sub> > 0, then the sequence {   } converges to 6.25 as n \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . D)  D)  If y<sub>0</sub>  \neq 0, then the sequence {   } converges to 6.25 as n  \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty .
Which of the following is an accurate description of the behavior of the solutions to this difference equation in terms of y0 . ?


A) If y0 (\neq\) 0, then the sequence {  Consider the difference equation   Which of the following is an accurate description of the behavior of the solutions to this difference equation in terms of y<sub>0</sub> . ? A)  If y<sub>0</sub> (\neq\)  0, then the sequence {   } diverges to  \infty  as n  \rightarrow   \infty . B)  The sequence {   } converges to 6.25 as n  \rightarrow   \infty  for all values of . C)  If y<sub>0</sub> > 0, then the sequence {   } converges to 6.25 as n \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . D)  D)  If y<sub>0</sub>  \neq 0, then the sequence {   } converges to 6.25 as n  \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . } diverges to \infty as n \rightarrow \infty .
B) The sequence {  Consider the difference equation   Which of the following is an accurate description of the behavior of the solutions to this difference equation in terms of y<sub>0</sub> . ? A)  If y<sub>0</sub> (\neq\)  0, then the sequence {   } diverges to  \infty  as n  \rightarrow   \infty . B)  The sequence {   } converges to 6.25 as n  \rightarrow   \infty  for all values of . C)  If y<sub>0</sub> > 0, then the sequence {   } converges to 6.25 as n \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . D)  D)  If y<sub>0</sub>  \neq 0, then the sequence {   } converges to 6.25 as n  \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . } converges to 6.25 as n \rightarrow \infty for all values of .
C) If y0 > 0, then the sequence {  Consider the difference equation   Which of the following is an accurate description of the behavior of the solutions to this difference equation in terms of y<sub>0</sub> . ? A)  If y<sub>0</sub> (\neq\)  0, then the sequence {   } diverges to  \infty  as n  \rightarrow   \infty . B)  The sequence {   } converges to 6.25 as n  \rightarrow   \infty  for all values of . C)  If y<sub>0</sub> > 0, then the sequence {   } converges to 6.25 as n \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . D)  D)  If y<sub>0</sub>  \neq 0, then the sequence {   } converges to 6.25 as n  \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . } converges to 6.25 as n \rightarrow \infty ; for all other choices of y0 , the sequence {  Consider the difference equation   Which of the following is an accurate description of the behavior of the solutions to this difference equation in terms of y<sub>0</sub> . ? A)  If y<sub>0</sub> (\neq\)  0, then the sequence {   } diverges to  \infty  as n  \rightarrow   \infty . B)  The sequence {   } converges to 6.25 as n  \rightarrow   \infty  for all values of . C)  If y<sub>0</sub> > 0, then the sequence {   } converges to 6.25 as n \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . D)  D)  If y<sub>0</sub>  \neq 0, then the sequence {   } converges to 6.25 as n  \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . } converges to 0 as n \rightarrow \infty .
D) D) If y0 \neq 0, then the sequence {  Consider the difference equation   Which of the following is an accurate description of the behavior of the solutions to this difference equation in terms of y<sub>0</sub> . ? A)  If y<sub>0</sub> (\neq\)  0, then the sequence {   } diverges to  \infty  as n  \rightarrow   \infty . B)  The sequence {   } converges to 6.25 as n  \rightarrow   \infty  for all values of . C)  If y<sub>0</sub> > 0, then the sequence {   } converges to 6.25 as n \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . D)  D)  If y<sub>0</sub>  \neq 0, then the sequence {   } converges to 6.25 as n  \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . } converges to 6.25 as n \rightarrow \infty ; for all other choices of y0 , the sequence {  Consider the difference equation   Which of the following is an accurate description of the behavior of the solutions to this difference equation in terms of y<sub>0</sub> . ? A)  If y<sub>0</sub> (\neq\)  0, then the sequence {   } diverges to  \infty  as n  \rightarrow   \infty . B)  The sequence {   } converges to 6.25 as n  \rightarrow   \infty  for all values of . C)  If y<sub>0</sub> > 0, then the sequence {   } converges to 6.25 as n \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . D)  D)  If y<sub>0</sub>  \neq 0, then the sequence {   } converges to 6.25 as n  \rightarrow   \infty ; for all other choices of y<sub>0</sub> , the sequence {   } converges to 0 as n  \rightarrow   \infty . } converges to 0 as n \rightarrow \infty .

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