Solving a logarithmic inequality

Algebra Level 2

If the domain of the solutions of the inequality ( log 2 x ) 2 < 2 log 2 x + 3 (\log_{2}{x})^2 < 2\log_{2}{x}+3 is from a a to b b (both exclusive). Find the value of a + b a+b .


The answer is 8.5.

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2 solutions

汶良 林
Feb 23, 2016

Jose Sacramento
Feb 23, 2016

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