Product Rule
(x2)(x3)
x5
(x2)6 = ?
x12
x^7/x^5
x^2
x^0
1
33 = ?
81
(x6)(x3)(x)
x10
(-2)6 = ?
64
x^4/x^7
1/x^3
-(-3xy^3)^0
-1
x*1/x^2
1/x
(x)(y)(x3)(y4)
x4y5
(x3y4)3 = ?
x9y12
(x^5/x^3)^2
x^4
2^-4
1/16
-3x^-1
-3/x
-3(4x)(2xy3)
-24x2y3
-3(4xy5)2 = ?
-48x2y10
((-7)/x^-3)^2
49x^6
-2(3xy^6)^0
-2
Solve for x and y using elimination:
2x+y=8
-x+3y=17
(1,6)
True or false: (x+3)2 = x2+9
false
((-8^2xy^4)/(4x))^2
256y^8
(x^3/(4xy^2))^2 * ((xy^3)/-3)^2
(x^6y^2)/(144)
(5x^4y^-1z^-1)/(x^-4y^0z^0)
(5x^8)/(yz)
(30x^16)/((2x^8)^3)
15/(4x^8)