Question

Consider the following fractions : 7/12, 6/11, 5/9, 7/13. Arrange in descending order.

Answer 1

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Answer 2

In this question , we have to arrange the fractions in descending order.

Descending  means highest value to lowest value.

∴ we have to arrange the fractions from big to small value.

Here are the given  fractions :-7/12, 6/11, 5/9, 7/13. see all denominators are different.

• For this reason we have to make all denominator same,
• only then can decide which number is big or small.
• Let us find out the LCM of 12, 11, 9, and 13.

LCM of  12, 11, 9, and 13. will be = 5148.

$\frac{7}{12}$ = ( 429 ×7) / 5148 = $\frac{3003}{5148}$

$\frac{6}{11}$ =( 6 ×468)/ 5148 = $\frac{2802}{5148}$

$\frac{5}{9}$ =  =( 5 × 572) / 5148 = $\frac{ 2860}{5148}$

$\frac{7}{13}$ =  ( 7 ×396)/ 5148 = $\frac{2772}{5148}$

Now all denominators are equal, we can arrange all fractions in descending order.

Hence the fractions are arranged in descending order7/12,  5/9,6/11, 7/13.

Ans :- The fractions are arranged in descending order7/12,  5/9,6/11, 7/13.

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