Product Rule
x^3 * x^6
x^9
(x^4)^5
x^20
x^7/x^3
x^4
Any number to the zero power is? (Given that the base is not 0)
1
(3x +1) + (2x + 8)
5x + 9
5x(3x + 2)
15x2 + 10x
2x^5 * x^7
2x^12
4(y^3)^2
4y^6
(2x^6)/(x^5)
2x
x^-9
1/(x^9)
(3x + 1) - (2x + 8)
x - 7
-5x(3x2 + 2x - 1)
-15x3 - 10x2 + 5x
(8r^5)(2r^-7)
16/r^2
(4w^5)^2
16w^10
u^2/u^9
1/(u^7)
(v^5)^-8
1/(v^40)
(3x + y + 11) + (2xy + 10)
3x + y + 2xy + 21
(4x +1)(4x -1)
16x2 - 1
(4f^8)(6f^4)
24f^12
(xy)^6
x^6y^6
(8x^10)/(4x^3)
2x^7
((x^2y^(-3))/(z^-5w^6))^0
1
(5x2 - 1 + 2x) - (5 + 4x - x2)
6x2 - 6 - 2x
(2x2 + 4)(3x +1)
6x3+2x2+12x +4
(7s^5p^3)(3s^6p^-5)
(21s^11)/p^2
(4x^3y^3)*(x^(-2)y^2)^2
(4y^7)/(x)
(4m^4)/(8m^8)
1/(2m^4)
(3x^-8)(6x^4)
18/(x^4)
(5x2-1 + 2x) - (5 + 4x - x2) + (3x - 2x2)
4x2 - 6 + x
(2x2 + 4)(3x +1 - 10y)
6x3+2x2+12x +4 -20x2y -40y