Show:
Product Rule
Quotient Rule
Power of a Quotient
Power of a Power
Random
100

(xy^4)(x^2y)

x^3y^5

100

(12b^6) / (-2b^4)

-6b^2

100

((x)^4)/(x)^2

x^2

100

(4a^2)^3

64a^6

100

15x^0y^2

15y^2

200

(-x^3y)(3x^4y^2)

-3x^7y^3

200

(15a^3b^5)/ (-3b^2)

-5a^3b^3

200

((2x)/y)^2

(4x^2)/y^2

200

(-5ab^4)^3

-125a^3b^12

200

((2ab)/(5c))^0

1

300

(5a^4b^2)(-10ab^4)

-50a^5b^6

300

(-8x^10y^5)/ (-2x^3y)

4x^7y^4

300

((3abc)^3)/((2ac)^2

(27ab^3c)/4

300

(2p^3*2p^2)^2

16p^8

300

(3h^7j^2k^5)/(2j^2k)

(3h^7k^4)/2

400

(-2x^4)(3x)(-5x^4)

30x^9

400

(3x^16y^7z^2) / (6x^10y^4z^0)

(x^6y^3z^2) /2

400

((-3x*x*xy)/z)^3

(-27x^9y^3)/z

400

((x^3)^5)/(x^2)^7

x

400

(3a^4b^2)(-2b^4c^2)(2ac)^2

-24a^6b^6c^6

500

(2x^4y^2z)(-xy^4z^2)(3x^2yz^4)

-6x^7y^7z^7

500

((6x^4y^2)(2x^3y)) / (4x^5y^2)

3x^2y

500

((2xy*xyz*yz)/y)^4

16x^8y^8z^8

500

((-2a^2b^3)^4)/(4b^3)^2

a^8b^6

500

((-2x^3y^4z^10)^3)/((xy^2)(x^2)

-8x^6y^10z^30