To calculate:
Sum of geometric series.
Answer to Problem 28WE
Sum of one infinite geometric series is
Explanation of Solution
Give information:
Calculation:
It is given that
In geometric series each term is obtained by multiplying its previous term by
Sum of geometric series is
Let
Sum of one infinite geometric series is
Let,
Sum of another infinite geometric series is
Chapter 11 Solutions
Algebra and Trigonometry: Structure and Method, Book 2
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