Simplifying Radical & Exponential Expressions
Simplifying Log Expressions
Rationalizing Denominators
Domains of Radical & Log Functions
Combining Radical Expressions
100

(-2)^-5

-1/32

100

log_2(16)

4

100

2/sqrt(3)

2sqrt(3)/3

100
f(x) = sqrt(x + 5) + 2

[-5, oo)

100

2xcuberoot(4) - 7xcuberoot(4)

-5xcuberoot(4)

200
sqrt(25x2y8)

5xy4

200

log_9(1/81)

-2

200

5x/cuberoot(4)

5xcuberoot(2)/2

200

f(x) = cuberoot(2x - 4)

(-oo, oo)

200

5sqrt(27x) + 4sqrt(3x)

19sqrt(3x)

300

(x7(2x)3)/x6

8x4

300

eln(5)

5

300

6x5y2/cuberoot(4x2y)

3x4ycuberoot(2xy2)

300

f(x) = 2log(5x)

(0, oo)

300

3xfourthroot(32x5) - fourthroot(2x9)

5x2fourthroot(2x)

400

cuberoot(64x6y21)

4x2y7

400
log(cuberoot(100))

2/3

400

3/(6 - sqrt(5))

(18 + 3sqrt(5))/31

400

f(x) = log_3(5x + 6) + 2x4

(-6/5, oo)

400

6xcuberoot(9x2y3z7) * xcuberoot(6x5y6z)

18x4y3z2cuberoot(2x2z2)

500

sqrt(96)

4rad(6)

500

log_5(1/sqrt(125))

-3/2

500

(4 + sqrt(3))/(8 + sqrt(3))

(29 + 4sqrt(3))/61

500

f(x) = sqrt(x + 3) + ln(x - 7)

(7, oo)

500

5y2cuberoot(16x5y7) + 8xcuberoot(54x2y13)

34xy4cuberoot(2x2y)

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