Решить неравенство: [tex] log_2 [/tex]( [tex]2^x[/tex] - 1) · [tex] log_0_,_5[/tex]([tex]2^x^+^1[/tex] - 2) > -2. Created by GoodMan2000. matematika-ru

tex] - 2) > -2...

GoodMan2000 @GoodMan2000

November 2021 1 20 Report

Решить неравенство:
[tex] log_2 [/tex]( [tex]2^x[/tex] - 1) · [tex] log_0_,_5[/tex]([tex]2^x^+^1[/tex] - 2) > -2

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BETTELGEUSE $\begin{array}{l} \text{log}_{2}\left( 2^{x}-1\right) \times \text{log}_{2^{-1}}\left( 2x-2\right) >\text{-2}\\ -\text{log}_{2}\text{(2}^{x}-1\text{+2}^{x}-2)>-2\\ \text{log}_{2}\left( 2^{x+1}-3\right)$

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kakie mnogougolniki nazyvayutsya ravnovelikimi i ravnosostavlennymi

pochemu stupka imeet tolstye i sherohovatye stenki i dno a chashka dlya vyparivaniya

3 xea39ba32c0c97027be06711e9ec09453 28665

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