Negative Exponents
Product Rule
Quotient Rule
Power to a Power Rule
Fraction/Square Root Rules
100

(4w^4)^-3

1/(64w^12)

100

x2 * x5   

x7

100

(x^5)/(x^2)

x3

100

(x3)4

x12

100

sqrt(96)

4sqrt(6)

200

(16n^10m^-2p^8)/(4n^12m^-3p^4)=4n^-2mp^4

Explain why this simplified answer is wrong

200

3x2y5 * 5x4y3

15x6y8

200

(x^5y^2)/(x^2y^6)

x^3/y^4

200

(5a4)2

25a8

200

(25x^20y^24)^(1/2)

5x10y12

300

(-5b2c-6d2)(2b3c-3d)(-2bcd7)0

(-10b^5d^3)/(c^9)

300

(3x5y3)(2x2y3)(2x3y4)

12x10y10

300

(a^5bc^10)/(ab^4c^4)

(a^4c^6)/(b^3)

300

((5z^7)/(2y^4))^3

(125z^21)/(8y^12)

300

sqrt147

7sqrt3

400

(7j^8k^6)/(6k)*(4j^-9l^6)/(8k)

(7k^4l^6)/(12j)

400

(5x3yz2)(2xy3z5)(x2y3z)

10x6y7z8

400

(20a^5bc^0)/(5a^2b^0c^3)

(4a^3b)/(c^3)

400

(25a42b36c70)0

1

400

(100a0b12c4)1/2

10b6c2

500

(26a^5b^4c^-8)/(4a^-3b^2c^-4)

(13a^8b^2)/(2c^4)

500

A Rectangle has a length of 4x2y5 inches and a length of 3xy3z inches. Find the Area of the rectangle in square inches.

12x3y8z2

500

The Area of a rectangle is 54a7b5c inches squared. The length is 9a4b3c2 inches. Find the Width in inches.

6a3b2c

500

Find the Area of a circle in inches squared with a radius of 3a3b4.

9a^6b^8pi

500

(5x^3)^2*(x^6)^(1/2)

25x9

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