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There is no significant difference apart from the way in which they are written.

There is, however, one difference.

One of the standard ways of writing an equivalent ratio is to write it as 1 : x where x is a fractional number. For example, 2 : 5 would be 1 : 2.5. A fraction consists of two integers.

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Q: How are equivalent ratios different for equivalent fractions?
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Related questions

How are your stratagies for writing equivalent ratios the same as or different from writing equivalent fractions?

The strategies for writing equivalent ratios is the same as writing equivalent fractions.


How are equivalent ratios are like equivalent fractions?

Yes. In fact, fractions can be thought of as vertical ratios.


How are strategies for writing equivalent ratios the same as or different from writing equivalent fractions?

Yes they are.


How are your strategies for writing equivalent ratios the same or different from writing equivalent fractions?

They are the same.


What fractions form a proportion?

Fractions are ratios. Equivalent fractions form a proportion.


What is a equivalent ratios?

Equivalent fractions are fractions that have the same value.For example:3/15= 2/10= 1/5 The fractions below are all equivalent.


What are ratios that are equivalent?

any fractions that are equivalent are also equal ratios as a ratio and a fraction are pretty much the same thing.


What is the definitions of scaling and ratios?

Scaling- when you multiply or divide equivalent fractions


What are the ratios that name the same comparison?

equivalent ratios are different ratios that name the same comparison


How are equivalent ratios like equivalent fractions?

They are alike because yu can turn a ratio into a fraction or it is already one.


How to explain making equivalent ratios?

Equivalent ratios are ratios that represent different numbers but the relationship between the numbers is same.


What is the definition of equivalent ratio?

It means that there are two different representations of what is basically the same ration, for example 1:2 versus 2:4. Expanding and simplifying ratios is basically the same as expanding and simplifying fractions.