60 БАЛЛОВ решить с одз log(1/√5)(6^x+1-36^x)>=-2. Created by Dgoker2. algebra-ru

√5)(6^x+1-36^x)>=-2...

Dgoker2 @Dgoker2

July 2022 1 18 Report

60 БАЛЛОВ решить с одз
log(1/√5)(6^x+1-36^x)>=-2

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Alexаndr

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На будущее:не пишите кол-во баллов,врете ж все равно...
$OD3:\\36^x-6^x-1x\\\\log_\frac{1}{\sqrt 5}(6^x+1-36^x)\geq-2;\frac{1}{\sqrt 5}x\\/////////////+////////////////>x\\x\in(-\infty;log_61,6)$

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Verified answer

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