\(\left(-5\right)^{18}:5^{x-3}=25^6\)
\(=>5^{x-3}=\left(-5\right)^{18}:25^6\)
\(=>5^{x-3}=5^{18}:5^{12}\)
\(=>5^{x-3}=5^6\)
\(=>x-3=6\)
\(=>x=6+3\)
\(=>x=9\)
\((-5)^{18}:5^{x-3}=25^6\\\Rightarrow 5^{18}:5^{x-3}=(5^2)^6\\\Rightarrow 5^{18-(x-3)}=5^{2\cdot6}\\\Rightarrow 5^{18-x+3}=5^{12}\\\Rightarrow 5^{21-x}=5^{12}\\\Rightarrow 21-x=12\\\Rightarrow x=21-12\\\Rightarrow x=9\\\mathit{Vậy}:x=9\)