Product of a Power
Quotient of a Power
Power of a Power
Power of a Product
Power of a Quotient
2
2a^12⋅5a^4
10a^16
2
(20a^9 b^5)/(10a^(-2) b^2 )
2a^11 b^3
2
((3 x^5 )^4 )^2
6561x^40
2
64a^9
2
((2x^2)/(3x^6 ))^3
8/(27x^12)
2
6a^3∙2a^4∙-5a
-60a^8
2
(6x^4y^7)/(2x^-3y^3
3x^7y^4
2
(3x^-4)^5
243/x^20
2
4n^6
2
((4x^7)/(3x^(-4) ))^2
(16x^22)/9
3
7a^4 b^3⋅a^(-3) b^7⋅2ab^(-2)
14a^2 b^8
3
(2w^2 x^6)/(4wx^2 )
(wx^4)/2
3
(4x^(-3) )^(-2)
x^6/16
3
(4^2 x^3 y^4 )^3 )^2
16777216x^18y^24
3
((3y^-7 z^4)/(9y^2 z^(-7) ))^4
(z^44)/(81y^36)
3
-2y^3∙4x^4 y^0∙-3x^(-2) y^(-2)
24x^2y
3
(9x^2 y^(-3) z^3)/(6x^(-4) y^5 z^6 )
(3x^6)/(2y^8z^3)
3
(5x^4 )^3∙x^3
125x^15
3
(2x^3 y^4 )^5∙(4x^(-3) y^2 )^4
8192x^3y^28
3
((4x^5y^(-4)) /(16x^(-2) y^(7) ))^3
x^21/(64y^12)
4
5x^-7 y^9⋅4x^(3)⋅y^-4=
(20y^5)/x^4
4
(6x^8 y^3 z^(-2))/(24x^(-4) y^7 z^(-5) )
(x^12z^3)/(4y^4)
4
(((3^(-1) x^2 y^3 z^(-2) )^-1 )^(3) )^4
(531441z^24)/(x^24y^36
4
(5x^4 )^(-2)/(5^-1x^-6 y^(-2) )^4
25x^16y^8
4
((4x^(-3) y^5)/(x^5 y^3 )^3 )^-4
(x^72y^16)/256