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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.

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Reduce the fraction.
$27/36$
1. $27/36$
2. $9/12$
3. $7/9$
4. $3/4$
Reduce the fraction.
$12/20$
1. $6/10$
2. $3/5$
3. $2/5$
4. $2/3$
Compare:
$8/35 and 4/7$
1. $8/35 = 4/7$
2. $8/35 > 4/7$
3. $8/35 < 4/7$
4. undefined
When you multiply two fractions you simply:
1. you flip over the second fraction
2. multiply the numerators but you find a common denominator
3. multiply the numerators and the denominators
4. you flip over the first fraction
You must have common denominators only when: (this question has more than one answer!!)
1. you divide fractions
3. you multiply fractions
4. you subtract fractions
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. $- 2/9$
Mark reads 25 pages in 5 minutes. What is the unit rate?
1. 5 minutes per page
2. 2.5 pages a minute
3. 5 pages
4. 5 pages / 1 minute
Multiply: $2/3 * 3/4$. Simplify fully.
1. $1/2$
2. $6/12$
3. $5/7$
4. 17/12
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.
Divide: $1/3 -: 2/5$ .
1. $3/15$
2. $2/15$
3. $5/6$
4. $5/8$
Simplify: $18/ 30$.