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A geometric progression has first term log_2 27 and common ratio log_2 y, find the set of values of y for which the geometric progression has a sum to infinity.
My logic:
If sum to infinity exists then 1- log_2 y > 0
- log_2 y > -1
log_2 y < 1
y< 2^1
y< 2
Where next?
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