\(\dfrac{1}{5}< \dfrac{x}{30}< \dfrac{1}{4}\\ 30\cdot\dfrac{1}{5}< x< 30\cdot\dfrac{1}{4}\\ 6< x< 7,5\)
\(\frac15<\frac{x}{30}\) < \(\frac14\)
\(\frac{1\times12}{5\times12}\) < \(\frac{x\times2}{30\times2}\) < \(\frac{1\times15}{4\times15}\)
\(\frac{12}{60}\) < \(\frac{2x}{60}\) < \(\frac{15}{60}\)
12 < 2\(x\) < 15
\(\frac{12}{2}\) < \(x<\frac{15}{2}\)
6 < \(x<7,5\)
Vậy 6 < \(x<7,5\)