Power Rules

Multiplying Monomials

100

x^6*x^2

x^8

200

x^12*x^2*x

x^15

300

xy^4*x^3*3y

3x^4y^5

400

(6x^10z^2)(2y^5)(4x^12z^2)

48x^22y^5z^4

500

(-3a^5b^6c)(3ab^7c^4)(-ab)(4c^3)

36a^7b^14c^8

Dividing Monomials

100

(3^4)/3^2

3^2

200

(z^12)/z^4

z^8

300

(x^14y^6)/(x^9y)

x^5y^5

400

(4a^10b^8)/(10a^6b^7c^5)

(2a^4b)/(5c^5)

500

(-15a^14b^9c^4)/(60ab^2c^3d^10)

(-a^13b^7c)/(4d^10)

Powers of Monomials

100

(b^2)^4

b^8

200

(3x)^2

9x^2

300

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

8x^12y^6z^3

400

(-3a^4b^7c^3)^3*(-ab)^2

27a^14b^23c^9

500

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

4x^2y^26

Wildcard

100

(8^3)^4

8^12

200

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

24a^6b^4

300

((-3)^2*5^2*(-3)^6*5)/((-3)^2*5)

(-3)^6*5^2

400

(r^3s^7t^5)^3(s^2t)^5

r^9s^31t^20

500

((-5)^33*(-8)^14*2^2)/((-8)^12*(-5)^2

(-5)^31*(-8)^2*2^2