Concept explainers
a.
To calculate:
Sum of geometric series if series has no sum, say no.
a.
Answer to Problem 4ST
Given geometric series has sum of
Explanation of Solution
Give information:
Calculation:
In order to find out sum of geometric progression,
Common ratio
Sum of given geometric series is calculated as,
Where,
Put the values in the equation.
Therefore, given geometric series has sum of
b.
To calculate:
Sum of geometric series if series has no sum, say no.
b.
Answer to Problem 4ST
The finite sum does not exist.
Explanation of Solution
Give information:
Calculation:
In order to find out sum of geometric progression,
Common ratio
Since
The finite sum does not exist.
Chapter 11 Solutions
Algebra and Trigonometry: Structure and Method, Book 2
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