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Rather than consulting a table, it's probably easier to just apply the basic principles. If you have a fraction, you can get an equivalent fraction by multiplying top and bottom with the same number. For example, if your fraction is 1/3, and you multiply top and bottom by 4, you get 4/12.On the other hand, if you want to verify whether two fractions are equivalent, one way to do so is to cross-multiply. If you get the same number, the fractions are equivalent. In this case, 1 x 12 = 3 x 4.

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Q: Equivalent fraction table
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Can you find the meaning of equivalent fraction?

The meaning of an equivalent fraction is for example 1 half is the same as 2 quarters. all you do is times the bottom number by a times table. then do the same to the top number. it is really easy if you know what to do. you will begin to learn this is year 3 or year 4/5.


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If a fraction is not in lowest terms it may be hard to recognize as equivalent. Example: 3/17=9/51 is hard to recognize as correct unless you have memorized the 17 times table or reduce it.


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Try an exercise.... Put three coins in front of you... let's say that they're worth 1 cent each. Add them all up an you have 3 cents. Now, take one off the table, you know that all coins in total is worth 3 cents, but on the table you only see 2 cents. That means the remaining fraction of cents represented is 2/3 (two cents on the table and one off the table out of three total cents). You also know that the fraction of cents off the table is 1/3 (one cent off the table out of three total cents). That is the fraction of amounts (as you call it). You know a total but only a fraction of that total is counted for one reason or another (in our example, on the table or off the table).


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