Simplifying radicals numbers
Simplifying radical expressions
Perfect Square Radicals
Multiplying Terms with Exponents
Simplifying Exponents
100

Simplify √45

√3 * 3 * 5

3√5

100

Simplify √125n

√5 * 5 * 5 * n

5√5n

100

√64

√8*8

8

100

(t4)(3t7)

3t ( 4 + 7 )

3t11

100

(k3)5

k ( 3 * 5 )

k15

200

Simplify √75

√5 * 5 * 3

5√3

200

Simplify √512m3

√16 * 16 * 2 * m * m * m

16m√2m

200

√144

√12 * 12

200

(7x7)(4x3)

7*4x( 7 + 3 ) 

28x10
200

(2x3)4

2*2*2*2*x ( 3 * 4 )

16x12

300

Simplify 2√12

2 √2 * 2 * 3

2 * 2 √ 3

4√3

300

Simplify √147m3 n3

√7 * 7 * 3 * m * m * m * n * n * n

7m ⋅ n √3m⋅n

300

√225

√15*15

15

300

(4m4n2)(3m5n3)

4*3  m (4+5)  n (2+3)

12m9n5

300

(5xy4)3

5*5*5*x*x*x*y( 4 * 3 )

125x3y12
400

Simplify √384

√8 * 8 * 6

8√6

400

Simplify -3√24a4 b2 c3

-3 √2 * 2 * 6 * a2 * a2 * c * c * c

-6a2 bc√6c

400

√169

√13 * 13

13

400

(x5y2z4)(2x3y2z4)(4x3)

2*4*x(5+3+3)y(2+2)z(4+4)

8x11y4z8

400

(32x5y2)2

(32x5y2)2

3(2*2)x(5*2)y(2*2)

81x10y4

500

Simplify -7√96

-7 √ 4 * 4 * 2 * 3

-7 * 4 √ 6

-28√6

500

Simplify 3√16x4y4z

3 √ 4 * 4 * x2 * x2 * y2 * y2 * z

12x^2 y^2√z

500

√625

√25*25

25

500

(3x4y3z2)(8x5y4z3)(5x2)

3*8*5*x(4+5+2)y(3+4)z(2+3)

120x11y7z5

500

(4a5b3c2)3

4*4*4*a(5*3)b(3*3)c(2*3)

64a15b9c6

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