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You can create printable tests and worksheets from these Grade 7 Fractions and Ratios questions! Select one or more questions using the checkboxes above each question. Then click the add selected questions to a test button before moving to another page.

1 2 3 4 ... 8
Write this mixed number as an improper fraction:

$2 1/4$
1. $9/4$
2. $6/4$
3. $7/4$
Grade 7 Fractions and Ratios CCSS: 7.NS.A.3
Solve in simplest form

$2/3 - 4/9=$
1. $2/6$
2. $- 2/6$
3. $2/9$
4. $- 2/9$
In math class there are 15 girls and 5 boys. Which comparison statement is not an accurate statement?
1. There are 10 more girls then boys in class.
2. The ratio of girls to boys is 3 to 1.
3. The girls are 75% of the class.
4. The ratio of boys to girls is 15 to 5.
Grade 7 Fractions and Ratios CCSS: 7.NS.A.2c
Grade 7 Fractions and Ratios CCSS: 7.NS.A.2d
Which shows the ratio 8 yards to 64 yards as a fraction in simplest form?
1. $(8)/1$
2. $(8)/64$
3. $(1)/8$
4. $(4)/32$
Grade 7 Fractions and Ratios CCSS: 7.NS.A.1
When adding or subtracting fractions, the benefit of using the least common denominator is...
1. Less simplification at the end.
2. More simplification at the end.
3. There is no benefit.
4. There is no such thing as a least common denominator.
5. None of the above.
Grade 7 Fractions and Ratios CCSS: 7.NS.A.2
Multiply: $\frac{8}{7}\cdot \frac{1}{18}$
1. $\frac{4}{63}$
2. $\frac{25}{126}$
3. $\frac{8}{126}$
4. $\frac{55}{126}$
5. None of the above.
Simplify this fraction:

$5/15$
1. $3/4$
2. $1/2$
3. $1/3$
2/3 divided by 1/8
1. 1/3
2. 1/12
3. 0
4. 5 1/3
$2/3+4/9$
1. $6/12$
2. $1/2$
3. $9/10$
4. $1 1/9$
Grade 7 Fractions and Ratios CCSS: 7.NS.A.2d
Which fraction has the same value as 0.6?
1. $1/6$
2. $1/2$
3. $3/5$
4. $2/3$
Write this improper fraction as a mixed number:

$7/5$
1. $1 2/5$
2. $2 4/5$
3. $3 3/5$
Write this improper fraction as a mixed number:

$9/2$
1. $5 3/4$
2. $4 1/2$
3. $6 1/3$
$2/8$
1. $1/4$
2. $3/4$
3. $4/4$