Grade 8hard
Simplifying Radicals Practice
Practice simplifying radical expressions by factoring out perfect squares. √(a²b) = a√b.
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All 20 Practice Problems
Every question in this set. Solve them on paper, or use the interactive tool above for instant feedback and hints.
- 1.√8 = ?√2
- 2.√12 = ?√3
- 3.√18 = ?√2
- 4.√20 = ?√5
- 5.√27 = ?√3
- 6.√32 = ?√2
- 7.√45 = ?√5
- 8.√48 = ?√3
- 9.√50 = ?√2
- 10.√72 = ?√2
- 11.√75 = ?√3
- 12.√80 = ?√5
- 13.√98 = ?√2
- 14.√108 = ?√3
- 15.√125 = ?√5
- 16.√128 = ?√2
- 17.√147 = ?√3
- 18.√180 = ?√5
- 19.√200 = ?√2
- 20.√243 = ?√3
Show answer key
- 1.√8 = ?√2 Answer: 2
- 2.√12 = ?√3 Answer: 2
- 3.√18 = ?√2 Answer: 3
- 4.√20 = ?√5 Answer: 2
- 5.√27 = ?√3 Answer: 3
- 6.√32 = ?√2 Answer: 4
- 7.√45 = ?√5 Answer: 3
- 8.√48 = ?√3 Answer: 4
- 9.√50 = ?√2 Answer: 5
- 10.√72 = ?√2 Answer: 6
- 11.√75 = ?√3 Answer: 5
- 12.√80 = ?√5 Answer: 4
- 13.√98 = ?√2 Answer: 7
- 14.√108 = ?√3 Answer: 6
- 15.√125 = ?√5 Answer: 5
- 16.√128 = ?√2 Answer: 8
- 17.√147 = ?√3 Answer: 7
- 18.√180 = ?√5 Answer: 6
- 19.√200 = ?√2 Answer: 10
- 20.√243 = ?√3 Answer: 9
About This Practice
This practice set includes 20 radical simplification problems. Simplifying radicals is essential for geometry, the Pythagorean theorem, and higher algebra.
Want more practice? See all Grade 8 practice →