To find the interval of convergence and function of
Answer to Problem 23E
The interval of convergence is
Explanation of Solution
Given:
The given series
Formula used:
If the sequence of partial sum has a limit as
Calculation:
Let the series is geometric series.
Common ratio
The sum of the infinite geometric series whose ratio is less than
The sum of the infinite geometric series whose ratio is less than
The function represented by the function is
Chapter 9 Solutions
CALCULUS-W/XL ACCESS
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