The classification of the fractions regarding their equivalence is given as follows:
1. Non-equivalent.
2. Equivalent.
3. Non-equivalent.
4. Non-equivalent.
5. Non-equivalent.
6. Non-equivalent.
7. Non-equivalent.
8. Non-equivalent.
9. Non-equivalent.
10. Equivalent.
Two fractions are called equivalent if the ratio between their numerators is the same as the ratio between their denominators, which would mean that one of the fraction was multiplied by another term.
In this problem, in item 2, we have that:
Hence the two fractions are equivalent. Following this logic, item 10 is the only other item which gives equivalent fractions.
For non-equivalent fractions, we take item 1 as an example.
Hence all items except 2 and 10 have non-equivalent fractions.
More can be learned about equivalent fractions at https://brainly.com/question/17220365
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