Question

arrange in descending order
4/7 9/13 1/4​

Answer 1

Answer:

9/13 4/7 1/4

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Answer 2

Here,

$\bf{}4/7, \: 9/13, \: 1/4$

• Making the denominators like for each fraction,

$\frac{4 \times 52}{ 7\times 52} = \purple{\frac{208}{364} }\\ \\ \frac{9 \times 28}{13 \times 28} = \purple{\frac{252}{364}} \\ \\ \frac{1 \times 91}{4 \times 91} = \purple{\frac{91}{364} }$

Now,

• Arrangement of obtained fractions in descending order, we get,

$\large \orange{ \frac{252}{364} } > \orange{\frac{208}{364} } > \orange{ \frac{91}{364} }$

• writing the fractions which are equivalent (to above one) {given in question},

$\tt \huge {\frak{ \red{\frac{9}{13} }} \gray> \red{\frac{4}{7}} \gray> \red{ \frac{1}{4} }}$

Hence,

• The Required Arrangement is as the below :

9/13 > 4/7 > 1/4