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which statement is true 22/15 < 14/31 19/35 > 27/19 15/25 > 22/44 30/25 < 29/30

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You should choose some other nickname.

With a nickname like this, you will hardly get help.
15/25 > 22/44 is true.
0.6 > 0.5

Did you know?

Did you know that when comparing fractions, you can determine which fraction is greater by cross-multiplying? For instance, in the comparison 22/15 < 14/31, we can cross-multiply to find that 31 * 22 = 682 is greater than 14 * 15 = 210, indicating that 14/31 is actually greater than 22/15. Similarly, cross-multiplying helps us assess 19/35 > 27/19, revealing that 19 * 19 = 361 is greater than 35 * 27 = 945. However, 30/25 < 29/30 can be quickly evaluated by reducing the fractions; dividing both numerator and denominator by 5 simplifies the comparison to 6/5 < 29/30. By comparing the numerators, 6 and 29, we can determine that 29/30 is greater. Cross-multiplication, and reducing fractions, are handy tools in comparing and understanding the relationship between fractions.