[tex] \left \{ {4^{x-1}\leq16} \atop {5^{2x+4}>25}} \right. [/tex]. Created by princesselis05. matematika-ru

tex]...

princesselis05 @princesselis05

July 2022 1 9 Report

[tex] \left \{ {4^{x-1}\leq16} \atop {5^{2x+4}>25}} \right. [/tex]

Answers & Comments

dtnth

Verified answer

$4^{x-1} \leq 16$
$4^{x-1} \leq 4^2$
$x-1 \leq 2$
$x \leq 2+1$
$x \leq 3$

$5^{2x+4}>25$
$5^{2x+4}>5^2$
$2x+4>2$
$x+2>1$
$x>1-2$
$x>-1$
$-1< x \leq 3$
х є $(-1;3]$

2 votes Thanks 1

tex]+1)=2...

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princesselis05 July 2022 | 0 Ответы

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uprostite 3h4u 4h3u4h 3u 25u

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Answers & Comments

Verified answer

tex]+1)=2...

vyberite chetyrehznachnoe chislo pervaya cifra kotorogo v tri raza menshe vtoroj t

uprostite 3h4u 4h3u4h 3u 25u

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