Loading Solution   
Paul's Online Math Notes
Calculus II (Practice Problems) / Series & Sequences / Series - Convergence/Divergence   [Notes] [Practice Problems] [Assignment Problems]

Calculus II - Practice Problems
Parametric Equations and Polar Coordinates Previous Chapter   Next Chapter Vectors
Series - The Basics Previous Section   Next Section Series - Special Series

 Series
 Convergence/Divergence

 

For problems 1 & 2 compute the first 3 terms in the sequence of partial sums for the given series.

 

1.   [Solution]

 

2.   [Solution]

 

For problems 3 & 4 assume that the nth term in the sequence of partial sums for the series  is given below.  Determine if the series  is convergent or divergent. If the series is convergent determine the value of the series.

 

3.   [Solution]

 

4.   [Solution]

 

For problems 5 & 6 show that the series is divergent.

 

5.   [Solution]

 

6.   [Solution]

 

Problem Pane
Series - The Basics Previous Section   Next Section Series - Special Series
Parametric Equations and Polar Coordinates Previous Chapter   Next Chapter Vectors

Calculus II (Practice Problems) / Series & Sequences / Series - Convergence/Divergence    [Notes] [Practice Problems] [Assignment Problems]

© 2003 - 2017 Paul Dawkins