An algebra problem by Saksham Jain
Algebra
Level
2
Let \(A\) denote the sum of an infinite geometric progression, \( \dfrac1{2^3} + \dfrac1{2^6} + \dfrac1{2^9} + \cdots \).
Let \(B = \log_{128}2 \), compute \(\Large B^{\log_A 4 } \).
by
Saksham Jain