Сравните числа \( \color{green}{a}\) и \( \color{blue}{b},\) если известно, что \( \color{green}{a} \cdot x<\color{blue}{b} \cdot x \) \( x<0\) \( \color{green}{a}\)?\( \color{blue}{b}\) \( x>0\) \( \color{green}{a}\)?\( \color{blue}{b}\)

Задание

Сравните числа \(\displaystyle \small \color{green}{a}\) и \(\displaystyle \small\color{blue}{b},\) если известно, что

\(\displaystyle \color{green}{a} \cdot x\lt \color{blue}{b} \cdot x \)

\(\displaystyle x\lt 0\)	\(\displaystyle \color{green}{a}\)[?\|<\|>]\(\displaystyle \color{blue}{b}\)
\(\displaystyle x\gt 0\)	\(\displaystyle \color{green}{a}\)[?\|<\|>]\(\displaystyle \color{blue}{b}\)