Be a, b, c and d positive real numbers different from 1. We have that logd in the base a, logd in the base b, logd in the base c are consecutive terms of a geometric progression and that a, b and c form, in that order, an arithmetic progression.
Knowing that b = b to the power of (logb in the base a) - a.
Therefore, the values of a, b and c are?
Knowing that b = b to the power of (logb in the base a) - a.
Therefore, the values of a, b and c are?
