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Geometric and Three Power Travail (Posted on 2016-02-22) |
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S(0), S(1), S(2) , ..... are terms of a geometric sequence in strictly ascending orders of magnitude.
All the terms of this sequence are nonnegative integer powers of 3, like:
30, 31, .... etc
Given that:
Σn=0 to 7 (log3S(n)) = 308, and:
56 ≤ (log3(Σ n=0 to 7 S(n)))≤ 57
Find log3S(14)
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