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A) (u2)(u3)=\left(u^2\right)\left(u^3\right)=(u2)(u3)=
u5u^5u5
u6u^6u6
uuu
B) m9m6=\frac{m^9}{m^6}=m6m9=
m15m^{15}m15
m3m^3m3
m54m^{54}m54
(c2)3 =\left(c^2\right)^{3\ }=(c2)3 =
c5c^5c5
c6c^6c6
cc^{ }c
(2ab2)3 =\left(\frac{2a}{b^2}\right)^{3\ }=(b22a)3 =
2a3b6\frac{2a^3}{b^6}b62a3
8ab5\frac{8a}{b^5}b58a
8a3b6\frac{8a^3}{b^6}b68a3
((x3)4)2=\left(\left(x^3\right)^4\right)^2=((x3)4)2=
x24x^{24}x24
x9x^9x9
x14x^{14}x14
Consiste en encontrar un número que multiplicado por sí mismo nos resulte el número inicial
Potencia
Raíz
Raíz cuadrada
81\sqrt{81}81
3
9
27
(81)2=\left(\sqrt{81}\right)^2=(81)2=
81
16=\sqrt{16}=16=
4\sqrt{4}4
2
\sqrt{4}\cdot\sqrt{4}4⋅4
25⋅9=\sqrt{25\cdot9}=25⋅9=
15215^2152
25⋅9=5⋅3=15\sqrt{25}\cdot\sqrt{9}=5\cdot3=1525⋅9=5⋅3=15
5
49=\sqrt{\frac{4}{9}}=94=
23\frac{2}{3}32
12\frac{1}{2}21
29\frac{2}{9}92
84=\sqrt{8^4}=84=
828^282
4096
8
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