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    Calculus Study Set 1
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    Exam 11: Infinite Series
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    Let Be a Positive Sequence Such That
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Let Be a Positive Sequence Such That

Question 75

Question 75

Multiple Choice

Let Let   be a positive sequence such that   . Which of the following statement holds? A)  The sequence is decreasing but does not converge. B)  The sequence is decreasing and converging to   . C)  The sequence is increasing and diverging. D)  The sequence is decreasing and converging to   . E)  None of the above is correct. be a positive sequence such that Let   be a positive sequence such that   . Which of the following statement holds? A)  The sequence is decreasing but does not converge. B)  The sequence is decreasing and converging to   . C)  The sequence is increasing and diverging. D)  The sequence is decreasing and converging to   . E)  None of the above is correct. .
Which of the following statement holds?


A) The sequence is decreasing but does not converge.
B) The sequence is decreasing and converging to Let   be a positive sequence such that   . Which of the following statement holds? A)  The sequence is decreasing but does not converge. B)  The sequence is decreasing and converging to   . C)  The sequence is increasing and diverging. D)  The sequence is decreasing and converging to   . E)  None of the above is correct. .
C) The sequence is increasing and diverging.
D) The sequence is decreasing and converging to Let   be a positive sequence such that   . Which of the following statement holds? A)  The sequence is decreasing but does not converge. B)  The sequence is decreasing and converging to   . C)  The sequence is increasing and diverging. D)  The sequence is decreasing and converging to   . E)  None of the above is correct. .
E) None of the above is correct.

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