((b3)6)2= ((b^3)^6)^2= ((b3)6)2=
We use the formula
(am)n=am×n (a^m)^n=a^{m\times n} (am)n=am×n
Therefore, we obtain:
((b3)6)2=(b3×6)2=(b18)2=b18×2=b36 ((b^3)^6)^2=(b^{3\times6})^2=(b^{18})^2=b^{18\times2}=b^{36} ((b3)6)2=(b3×6)2=(b18)2=b18×2=b36
b36 b^{36} b36