Question

How do we do decending form of fractions?​

Answer 1

Answer:

Fractions in Descending Order

Solved examples for arranging in descending order:

First we find the L.C.M. of the denominators of the fractions to make the denominators same.

Answer 2

Step-by-step explanation:

first we take LCM only of the fraction are not like fractions when we get the LCM for example the LCM is 60 and fractions are something like 5/6,2/3,4/2 we will multiply the denominator and numinator with that no. which brings 60 in denominator like

5/6×10 = 50/60(we will multiply by 10 as 60 comes at 10 in table of 6 so we will multiply both 5 and 6 by 10)

2/3×20=40/60(same reason)

4/2×30=120/60(same reason )

now as we have got our like fraction 50/60,40/60,120/60 .

arrange these fractions in ascending order

like 40/60,50/60,130/60

I will see that these fractions are representing which real fraction and then arrange the real fractions in ascending order.like

40/60 represents 2/3

50/60 represents 5/6

and 120/60 represents 4/2 so the order will be

2/3,5/6,4/2

I hope you understand how to solve