Question

Order from least to greatest the fractions 3/5 , 7/6 , 1/3 , 4/9

Answer 1

Answer:

1/3<4/9<3/5<7/6

Step-by-step explanation:

first take the lcm of denominator then multiply to get the denominator equilvalent to the lcm and then multiply the numerator with same number you did with denominator arrange and the answer is there.

lcm= 90

3/5*18/18=54/90

7/6*15/15=105/90

1/3*30/30=30/90

4/9*10/10=40/90

30/90<40/90<54/90<105/90=1/3<4/9<3/5<7/6

please mark me brainly if done

Answer 2

Given: 3/5 , 7/6 , 1/3 , 4/9

To find: Order from least to greatest the fractions

Solution:

The first step is to take the least common factor of the given numbers

The least common factor of 5,6,3 and 9 will be 90.

To arrange the fractions in order, we must make the denominator equal for all of them.

So the fraction now will be 3/5= 3*14/90 =42/90

7/6= 7*15/90= 105/90

1/3= 1*30/90 = 30/90

4/9= 4*10/90= 40/90

Now we can arranage them from least to greatest

30/90<40/90<42/90<105/90

The arrangement is 1/3<4/9<3/5<7/6