Question

Which of the following is a pair of equivalent fractions?

ten-twelfths and thirty forty-eighths

fourteen twenty-eighths and twenty-one thirty-fifths

six twentieths and four-fifteenths

seven-eighths and twenty-eight thirty-seconds

Answer 1

What you have to do is to simply the two fractions
Lets do the first one..
\[\frac{10}{12}= \frac{5}{6}\]\[\frac{30}{48}= \frac{5}{8}\]
therefore
\[\frac{10}{12}\neq \frac{30}{48}\]

Answer 2

Lets check the second one
\[\frac{14}{28}= \frac{1}{2}\]\[\frac{21}{35}= \frac{3}{5}\]
Therefore \[\frac{14}{28}\neq \frac{21}{35}\]

Answer 3

Can you check the third one ?@kiddpolo43

Answer 4

@kiddpolo43 all you have to do is to simplify the fraction and check if they are equal or not

Answer 5

okay

Answer 6

\[\frac{6}{20}= -\]\[\frac{4}{15}=-\] What do you get and are they equal ?

Answer 7

3/10
2/7

Answer 8

3/10 is right
But can you simplify 4/15 ?

Answer 9

no not really

Answer 10

So 4/15 remain 4/15 so are they equal?

Answer 11

nope

Answer 12

Good :)
So now we can move on to the next and the last one . and check if they are equal or not

Answer 13

okay

Answer 14

\[\frac{7}{8}= -\]\[\frac{28}{32}=-\]
can you do it ?

Answer 15

@kiddpolo43 what do you get when you simplify 28/32 ?

Answer 16

both are equal 7/8

Answer 17

Yes
so ,seven-eighths and twenty-eight thirty-seconds is the pair of equivalent fractions :)

Answer 18

yes