This math topic focuses on comparing fractions where at least one fraction has its denominator changed, enhancing student ability to determine equivalence or inequality between two fractions. Problems require selecting the correct comparison operator (less than, greater than, or equal to) for various fractional pairs. This exercise is part of an introductory unit on comparing fractions, aimed at improving students' fundamental understandings of fractional relationships. Each problem presents unique pairs of mixed fractions for comparison.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Fraction Comparison - Mixed - One Changed Denominator Worksheet

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Fraction Comparison - Mixed - One Changed Denominator
1
Compare these fractions and choose the right equality operator
A LaTex expression showing 5 over 3 \;\; \bigcirc \;\;13 over 6 \\<, >, or = ?
a
<
b
>
c
=
2
Compare these fractions and choose the right equality operator
A LaTex expression showing 8 over 3 \;\; \bigcirc \;\;25 over 9 \\<, >, or = ?
a
<
b
>
c
=
3
Compare these fractions and choose the right equality operator
A LaTex expression showing 34 over 5 \;\; \bigcirc \;\;49 over 15 \\<, >, or = ?
a
<
b
>
c
=
4
Compare these fractions and choose the right equality operator
A LaTex expression showing 25 over 7 \;\; \bigcirc \;\;35 over 14 \\<, >, or = ?
a
<
b
>
c
=
5
Compare these fractions and choose the right equality operator
A LaTex expression showing 21 over 3 \;\; \bigcirc \;\;15 over 6 \\<, >, or = ?
a
<
b
>
c
=
6
Compare these fractions and choose the right equality operator
A LaTex expression showing 5 over 2 \;\; \bigcirc \;\;24 over 6 \\<, >, or = ?
a
<
b
>
c
=
7
Compare these fractions and choose the right equality operator
A LaTex expression showing 33 over 5 \;\; \bigcirc \;\;38 over 10 \\<, >, or = ?
a
<
b
>
c
=
8
Compare these fractions and choose the right equality operator
A LaTex expression showing 20 over 7 \;\; \bigcirc \;\;22 over 14 \\<, >, or = ?
a
<
b
>
c
=