Re-write Radicals as Exponents
Simplifying radical expressions
Dividing radicals
Multiplying radicals
Rationalizing the denominator
100

√121

1211/2

100

Simplify 3√(8x3)

2x

100

Simplify √81 / √9

3

100

Simplify √(6 ) * √(6 )

6

100

Simplify 1 / √5

√5 / 5

200

√289

2891/2

200

Simplify √25n

5√n

200

Simplify √75 / √3

5

200

Simplify √81 * √36

54

200

Simplify  3 / √8

3√2 / 4

300

3√81

811/3

300

Simplify √144x2y6

12xy3

300

Simplify √(6x) / √(3x)

√2

300

Simplify 4√(2x) ⋅ 3√(8x)

48x

300

Simplify x / √(12x2)

√3 / 6

400

√400

4001/2

400

Simplify 3√125a12b21

5a4b7

400

Simplify √(48x3) / √(3xy2)

4x/ y

400

Simplify √(-9x2y4)* √(2)

3xy2

400

Simplify √(3) /2- √(5)

-(2√3 + √15)

500

4√81

811/4
500

Simplify 4√625x20y8

5x5y2

500

Simplify √(20ab) / √(45a2b3)

20ab

500

Simplify 3√(4x2y4)* 2√(3xy2)

12xy3√(3x)

500

Simplify √(12) /7 + √(7)

-(√21-7√3)/21

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