Fractions, Equivalent - Practice
29 Topics, 3 Skills
Fraction Strips - Two Strips, One Shaded to Equivalent Fractions
Topic 1
Fraction Strips - Two Strips, One Shaded to Inequality
Topic 2
Fraction Strips - Two Strips to Inequality
Topic 3
Fraction Strips - Two Strips, One Shaded to Ratio
Topic 4
Fractions - Identify From Image
Topic 5
Fractions - Equivalent From Image (Rectangle)
Topic 6
Fractions - Equivalent From Image (Circle)
Topic 7
Fractions - Equivalent - 1 digit with Equation
Topic 8
Fractions - Equivalent - 1 digit with Equation
Topic 9
Fraction Comparison - Problem Simplification - Basic - One Changed Denominator
Topic 10
Fraction Comparison - Problem Simplification - Basic - One Changed Denominator
Topic 11
Fractions - Equivalent - Powers of Ten
Topic 12
Fraction Comparison - Basic - No Changed Denominator
Topic 13
Fraction Comparison - Basic - No Changed Denominator
Topic 14
Fraction Comparison - Basic - No Changed Denominator
Topic 15
Fraction Strips - Two Strips and Fraction to Equivalent Fractions
Topic 16
Fraction Strips - Two Strips, Both Shaded to Ordering
Topic 17
Fraction Strips - Two Strips to Ordering
Topic 18
Fraction Strips - Two Strips and Fraction to Ratio
Topic 19
Fractions - Identify From Image
Topic 20
Fractions - Equivalent From Image (Rectangle)
Topic 21
Fractions - Equivalent From Image (Circle)
Topic 22
Fractions - Equivalent - 1 digit with Equation
Topic 23
Fractions - Equivalent - 1 digit
Topic 24
Fractions - Equivalent - 1 digit
Topic 25
Fractions - Equivalent - 1 digit
Topic 26
Fractions - Equivalent - Powers of Ten
Topic 27
Conv. To Improper
Topic 28
Fraction Comparison - Mixed - No Changed Denominator
Topic 29
This topic focuses on comparing mixed fractions without changing their denominators. It involves determining whether one fraction is greater than, less than, or equal to another by observing the numerators since the denominators are consistent across the comparisons. Each problem presents a pair of fractions and asks for the correct relational operator (less than, greater than, or equal to) to be selected. This set of problems serves as an introductory exercise to understanding and comparing fractional values directly.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
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Compare these fractions and choose the right equality operator