How to Find Patterns of Equivalent Fractions?

Equivalent fractions follow a pattern: multiply the numerator and denominator by the same number and the value stays the same. Laying several equivalents in a table makes that pattern visible.

Exercises for Equivalent Fractions

Complete the equivalent fraction.

1. (color{blue}{frac{10}{3}=frac{ }{27}})
2. (color{blue}{frac{2}{4}=frac{ }{20}})
3. (color{blue}{frac{6}{ }=frac{30}{40}})
4. (color{blue}{frac{39}{18}=frac{13}{ }})

1. (color{blue}{frac{90}{27}})
2. (color{blue}{frac{10}{20}})
3. (color{blue}{frac{6}{8}})
4. (color{blue}{frac{13}{6}})

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