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Multi-Step 4 Algebra - Simplifying Radicals - Practice Version 3 SIMPLIFYING RADIACALS WITHOUT COEFFICIENTS Use the "Perfect Square" numbers like 4, 9, 16, 25, 36, etc. to divide into the number under radical to try and simplify it. You may have to repeat this process more than once to get the radical into simplest form. You may find radicals that cannot be simplified because they are already in simplest form. 1)

192

2)

112

3)

66

4)

1200

5)

288

6)

324

7)

810

8)

256

9) 180 10) 330 SIMPLIFYING RADIACALS WITH COEFFICIENTS Use the "Perfect Square" numbers like 4, 9, 16, 25, 36, etc. to divide into the number under radical to try and simplify it. You may have to repeat this process more than once to get the radical into simplest form. You may find radicals that cannot be simplified becuase they are already in simplest form. 11) 5 28

12) 9 484

13) 3 210

14) 11 726

15) 6 704

16) 3 42

17) 3 245

18) 5 27

19) 12 300

20) 7 144

Answers to Multi-Step 4 Algebra - Simplifying Radicals - Practice Version 3 1) 8 3 5) 12 2 9) 6 5 13) 3 210 17) 21 5

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2) 4 7 6) 18 10) 330 14) 121 6 18) 15 3

3) 66 7) 9 10 11) 10 7 15) 48 11 19) 120 3

4) 20 3 8) 16 12) 198 16) 3 42 20) 84

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