Fill in the blanks using the information given. Consider the series Then, an is [Select] Since n=1 an an where an (-1)"3 n. Select] and lim |an| = 0 we know that the original series, an [Select] n=1 becau ✓ [Select] the alternating series test
Fill in the blanks using the information given. Consider the series Then, an is [Select] Since n=1 an an where an (-1)"3 n. Select] and lim |an| = 0 we know that the original series, an [Select] n=1 becau ✓ [Select] the alternating series test
Chapter9: Sequences, Probability And Counting Theory
Section9.5: Counting Principles
Problem 42SE: In horse racing, a “trifecta” occurs when a bettor wins by selecting the first three finishers in...
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Answer question 5.
Fill in the blank options
Blank 1: Increases, constant, decreases,
Blank 2: 0
Blank 3: Diverges, Converges
Blank 4: diverges, converges absolutley, converges conditionally
Blank 5: options given in screenshot
![Question 5
Fill in the blanks using the information given.
Consider the series and where an
=
n=1
Then, an is [Select]
Sincean [Select]
n=1
Question 6
+
This question must be graded manually.
(-1)"3
n
V
and liman = 0
n+00
+
we know that the original series,
Edit View Insert Format Tools Table
14pt Paragraph | B I U A
n=1
T²V
[ Select]
an
In your own words, describe the strategy suggested within the Guided Lectures for choosing which test to try when co
く
+
≡く
becau
✓ [Select]
the alternating series test
of the limit comparison test
it is a telescoping series
of the test for divergence
of the integral test
the root test
the partial fraction test
it is a p-series
the ratio test
of the direct comparison test
it is a geometric series
plete sentences and write clearly. Your answer must include every series t](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F33a80c5a-8cc6-4eeb-bbc8-a55f8d96059c%2Feecfe32e-8ab2-4335-b9d3-0121af2ef000%2Flc2xjav_processed.png&w=3840&q=75)
Transcribed Image Text:Question 5
Fill in the blanks using the information given.
Consider the series and where an
=
n=1
Then, an is [Select]
Sincean [Select]
n=1
Question 6
+
This question must be graded manually.
(-1)"3
n
V
and liman = 0
n+00
+
we know that the original series,
Edit View Insert Format Tools Table
14pt Paragraph | B I U A
n=1
T²V
[ Select]
an
In your own words, describe the strategy suggested within the Guided Lectures for choosing which test to try when co
く
+
≡く
becau
✓ [Select]
the alternating series test
of the limit comparison test
it is a telescoping series
of the test for divergence
of the integral test
the root test
the partial fraction test
it is a p-series
the ratio test
of the direct comparison test
it is a geometric series
plete sentences and write clearly. Your answer must include every series t
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