arrange the following 1/4 2/3 7/12 5/6 4/9
$$\\ \frac14 \cdot \frac99 = \frac9{36}\\\\
\frac23 \cdot \frac{12}{12} = \frac{24}{36}\\\\
\frac7{12} \cdot \frac33 = \frac{21}{36}\\\\
\frac56 \cdot \frac66 = \frac{30}{36}\\\\
\frac49 \cdot \frac44 = \frac{16}{36}\\\\
\rm{~~so~we~have~~}
\frac14 ~~
\frac49 ~~
\frac7{12} ~~
\frac23 ~~
\frac56$$
First you could split them into 2 groups
Less than a half AND bigger than a half
Just say the fraction was $$\frac{6}{11}$$ what is half of 11? it is $$5\frac{1}{2}$$ 6 is bigger than $$5\frac{1}{2}$$ SO $$\frac{6}{11}$$ is MORE than a half.
Your turn, you split you 5 fractions into the 2 piles and then we can look at what to do next :)
arrange the following 1/4 2/3 7/12 5/6 4/9
$$\\ \frac14 \cdot \frac99 = \frac9{36}\\\\
\frac23 \cdot \frac{12}{12} = \frac{24}{36}\\\\
\frac7{12} \cdot \frac33 = \frac{21}{36}\\\\
\frac56 \cdot \frac66 = \frac{30}{36}\\\\
\frac49 \cdot \frac44 = \frac{16}{36}\\\\
\rm{~~so~we~have~~}
\frac14 ~~
\frac49 ~~
\frac7{12} ~~
\frac23 ~~
\frac56$$