3\(^4\).3\(^n\)=3\(^7\)
=> 3\(^n\)= 3\(^7\) : 3 \(^4\)
=>3 \(^n\) = 3 \(^3\)
=> n = 3
34.3n = 37
=> 3n = 37 : 34
=> 3n = 33
=> n = 3
\(3^4.3^n=3^7\)
\(3^n=3^7-3^4\)
\(3^n=3^3\)
\(3^3\Rightarrow n=3\)
\(3^4.3^n=3^7\)
\(3^n=3^7:3^4\)
\(3^n=3^3\)
\(3^3\Rightarrow n=3\)
3^4 . 3^n = 3^7
-> 3^n = 3^7 - 3^4
3^n = 3^3
-> n = 3
Vậy n = 3
\(3^4.3^n=3^7\)
\(3^n=3^7:3^4\)
\(3^n=3^3\)
\(=>n=3\)