Using the Limit Comparison Test with the geometric series -17, to 8 67 determine if the series given below is convergent or divergent. Σn=1 Select the correct answer below: 6" +7 77² a) The series is convergent Ob) It cannot be determined The series is divergent

Calculus: Early Transcendentals
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Chapter1: Functions And Models
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8 )Neat handwriting. Circle the answer.
Using the Limit Comparison Test with the geometric series -17, to
62
determine if the series given below is convergent or divergent.
Σn=1
Select the correct answer below:
6+7
7n2
a) The series is convergent
Ob) It cannot be determined
Oc) The series is divergent
Transcribed Image Text:Using the Limit Comparison Test with the geometric series -17, to 62 determine if the series given below is convergent or divergent. Σn=1 Select the correct answer below: 6+7 7n2 a) The series is convergent Ob) It cannot be determined Oc) The series is divergent
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