Arrange the fractions given below in order from least to greatest (Ascending order)
$\frac{16}{9}, \frac{16}{7}, \frac{16}{8}, \frac{16}{11}$

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Solution

Since, the numerator of given fraction are same
Also
$\frac{16}{9} = 1.7 \frac{16}{7} = 2.2 \frac{16}{8} = 2 \frac{16}{11} = 1.4$
$∴$ The ascending order of $\frac{16}{9}, \frac{16}{7}, \frac{16}{8}, \frac{16}{11}$ is $\frac{16}{11}, \frac{16}{9}, \frac{16}{8}, \frac{16}{7}$

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Arrange the fractions given below in order from least to greatest (Ascending order)169,167,168,1611

Since, the numerator of given fraction are same Also 169=1.7167=2.2168=21611=1.4∴The ascending order of 169,167,168,1611is 1611,169,168,167

Arrange the fractions given below in order from least to greatest (Ascending order)
$\frac{16}{9}, \frac{16}{7}, \frac{16}{8}, \frac{16}{11}$

Since, the numerator of given fraction are same
Also
$\frac{16}{9} = 1.7 \frac{16}{7} = 2.2 \frac{16}{8} = 2 \frac{16}{11} = 1.4$
$∴$ The ascending order of $\frac{16}{9}, \frac{16}{7}, \frac{16}{8}, \frac{16}{11}$ is $\frac{16}{11}, \frac{16}{9}, \frac{16}{8}, \frac{16}{7}$