write the following rational number in ascending order -–3;–3 ;3 /;7;2;4
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Given \frac{-1}{3},\frac{2}{9}, \frac{-4}{3}
LCM of 7,2\ and\ 4 =28.
Therefore, we have
\frac{-3\times4}{7\times4}, \frac{-3\times14}{2\times14}, \frac{-3\times7}{4\times7}
\Rightarrow \frac{-12}{28}, \frac{-42}{28}, \frac{-21}{28}
Since \frac{-42}{28}<\frac{-21}{28}<\frac{-12}{28}
Hence, the required ascending order is
\frac{-3}{2}<\frac{-3}{4}<\frac{-3}{7}
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