MathDB
Regional Olympiad - FBH 2017 Grade 11 Problem 1

Source: Regional Olympiad - Federation of Bosnia and Herzegovina 2017

September 19, 2018
parameterizationalgebralogarithmsinequalities

Problem Statement

In terms of real parameter aa solve inequality: log⁡ax+∣a+log⁡ax∣⋅log⁡xa≥alog⁡xa\log _{a} {x} + \mid a+\log _{a} {x} \mid \cdot \log _{\sqrt{x}} {a} \geq a\log _{x} {a} in set of real numbers
Back to ProblemsView on AoPS