What is $4/5$ as an equivalent fraction?

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Answer 1 · 2016-11-15T08:41:21

$4/5 = 8/10 = 20/25 = 28/35 = 40/50 = 140/175 ...$

There are infinitely many equivalent fractions for $4/5$

As long as you multiply the numerator and denominator by the same number you can always find another equivalent fraction:

$color(blue)(xx 3/3)$ is the same as $color(blue)(xx 1)$ , which does not change the value.

$4/5 color(blue)(xx3/3) = 12/15" or "4/5 color(blue)(xx 8/8) = 32/40" "$ and so on ....

$4/5 = 8/10 = 20/25 = 28/35 = 40/50 = 140/175 ...$

These are just some of the equivalent fractions for $4/5$
They are all equal, they just look different!

If you divide them, they are all equal to $0.8$ which is $80%$

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