Product Rule
26
4^3/(4^2)
41 or 4
(g^6/g)5
g^25
(24)2
28
x5x7=x35
Multiplied exponents
x12
3xy^6*5xy^-2
15x^2y^4
2x5 x12
2x17
16^7/(16^5)
162
(x^(1/2))^(1/2)
x^(1/4)
x18
(24)(34)= 64
Multiplied bases and kept exponents
1,296
(x^-2x^5)/x^-2
x5
(2y)(4y2)
8y3
x^27/(x^3)
x24
(27a^5b^7)/(3ab)
9a^4b^6
(2x^3)^3
8x^9
(4x5)3 = 12x15
Multiplied the coefficient of 4 by 3 rather than raising 4 to the power of 3.
43 = 64 is not the same as 4(3) = 12
(y6)-2
1/y^12
(5-6)(57)
5 or 51
(15x^6)/(5x^4)
3x2
t^(3/4)/t^(1/4)
y^(1/2) OR y^(2/4)
(4x5)2
16x10
(5b2)(2b6)= 7b8
Added coefficients, rather than multiplied
10b8
y^5/y^-2
y^7
(x3y6)(x2y)
x5y7
(12x^5y^2)/(4xy)
3x4y
((8m^14n^9)/(6m^9n^3))^2
(16m^10n^12)/9
11160
(5x2y3z0)4=5x8y24
Didn't apply the exponent 4 to the coefficient
625x8y24
(x^-4*x^12*x^2*x^-1*x^-3)^2
x12