Question

convert the following fraction into like fraction 5/14,9/28,3/7,8/21​

Answer 1

Answer:

Step-by-step explanation:

Given fraction are

5/14 9/28 3/7 8/21

Let's find L.C.M of the following denominator 14,28,7,21

=≥14=7*2

28=2*2*7

7=1*7

21=7*3

Common are 7,2,2 and 3

Multiply them all we will get 84

5/14*6/6=30/84. 9/28*3/3=27/84. 3/7*12/12=36/84. 8/21*4/4=32/84

Hence all the like fraction are

30/84,27/84,36/84 and 32/84

Let's hope this helps!!

Mark me the brainliest it took me a while

Answer 2

The like fractions are $\frac{30}{84}, \frac{27}{84} , \frac{36}{84},\frac{32}{84}$.

Given,

The fractions: $\frac{5}{14} ,\frac{9}{28}, \frac{3}{7}, \frac{8}{21}$.

To Find,

The like fractions of these given fractions.

Solution,

The method of finding the like fractions is as follows -

The denominators of the given fractions are 14, 28, 7, and 21.

Now, $14=2*7,28=2*2*7, 7=1*7,21=3*7$.

So the L.C.M. of 14, 28, 7, and 21 is $2*2*3*7=84$.

Now we will change the denominators of all the fractions into 84.

$\frac{5}{14} =\frac{5*6}{14*6} =\frac{30}{84}$, $\frac{9}{28}= \frac{9*3}{28*3}=\frac{27}{84}, \frac{3}{7}=\frac{3*12}{7*12}=\frac{36}{84},\frac{8}{21}=\frac{8*4}{21*4}=\frac{32}{84}$.

Hence, the like fractions are $\frac{30}{84}, \frac{27}{84} , \frac{36}{84},\frac{32}{84}$.

#SPJ2