arrange 3/7, 9/35, 11/14, 13/28 in ascending order
Answers
Given,
The fractions are = 3/7, 9/35, 11/14, 13/28
To find,
The arrangement of the given fractions into ascending ascending order.
Solution,
We can simply solve this mathematical problem by using the following mathematical process.
LCM of the denominators is
= LCM of (7,35,14,28)
= 140
Now equalising the denominators with the of the given fractions, with the value LCM,
First fraction = (3/7) × 20/20 = 60/140
Second fraction = (9/35) × 4/4 = 27/140
Third fraction = (11/14) × 10/10 = 110/140
Fourth fraction = (13/28) × 5/5 = 65/140
Ascending order :
= 27/140 , 60/140 , 65/140 , 110/140
= 9/35, 3/7 , 13/28 , 11/14
Hence, the ascending order is (9/35, 3/7 , 13/28 , 11/14).
Answer:
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Step-by-step explanation:
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