Решите показательное неравенство: [tex]3^{2x+1} *2^{2x-3}\ \textless \ 81*6^{1-2x^2}[/tex]. Created by dmitro00. algebra-ru

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August 2022 1 15 Report

Решите показательное неравенство:
[tex]3^{2x+1} *2^{2x-3}\ \textless \ 81*6^{1-2x^2}[/tex]

Answers & Comments

A1dar $3^{2x+1}\cdot2^{2x-3}$
$81\cdot3^{2x-3}\cdot2^{2x-3}\ \textless \ 81\cdot6^{1-2x^2}$
$6^{2x-3}\ \textless \ 6^{1-2x^2}$
$2x-3\ \textless \ 1-2x^2$
$2x^2+2x-4\ \textless \ 0$
$x^2+x-2\ \textless \ 0$
$(x+2)(x-1)\ \textless \ 0$
$x\in(-2; 1)$

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pomogite pozhalujsta glavnye geroi i kratkoe soderzhanie proizvedeniya veltisova pr

obyom rabot po realizacii tovarov v roznichnoj torgovle vozros na 54 na skolko9d6115b950dc40d2ff8c6837f4b4105e 25965

(pi^2))+pi...

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obyom rabot po realizacii tovarov v roznichnoj torgovle vozros na 54 na skolko

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