Решите систему неравенств: [tex] \left \{ {x+4> \frac{x}{5} } \atop {3-0.7x\geq 0.3x}} \right. [/tex]. Created by GrigorevStanislav. algebra-ru

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GrigorevStanislav @GrigorevStanislav

July 2022 1 7 Report

Решите систему неравенств:
[tex] \left \{ {x+4> \frac{x}{5} } \atop {3-0.7x\geq 0.3x}} \right. [/tex]

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$\left \{ {{x+4>\frac{x}{5}} \atop {3-0,7x \geq 0,3x}} \right. \; \left \{ {{x-\frac{x}{5}>-4} \atop {3 \geq 0,7x+0,3x}} \right. \; \left \{ {{\frac{4x}{5}>-4} \atop {3 \geq x}} \right. \; \left \{ {{x>-5} \atop {x \leq 3}} \right. \; x\in (-5;3]$

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Verified answer

ukazhite nomer vernogo utverzhdeniya 1 lyubaya vysota ravnobedrennogo treugolnika

storona kvadrata ravna 42 najdite dlinu diagonali etogo kvadrata

kak opredelyaetsya informacionnyj obem teksta pri ispolzovanii alfavitnogo podhof6203b7f4655c636e2de98f9eafdb79e 9568

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nuzhen primer hotya by odnogo procvetayushego zhivotnogo kotoryj vseyadnyj zhivet vbl

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