Given the following expression:
[tex]n^6\cdot n^5\frac{\cdot}{\cdot}n^4\cdot n^3\frac{\cdot}{\cdot}n^2\cdot n[/tex]
to simplify, we have to operate from left to right, then, we get the following:
[tex]\begin{gathered} n^6\cdot n^5\frac{\cdot}{\cdot}n^4\cdot n^3\frac{\cdot}{\cdot}n^2\cdot n=n^{11}\frac{\cdot}{\cdot}n^4\cdot n^3\frac{\cdot}{\cdot}n^2\cdot n^{} \\ =n^7\cdot n^3\frac{\cdot}{\cdot}n^2\cdot n=n^{10}\frac{\cdot}{\cdot}n^2\cdot n=n^8\cdot n=n^9 \end{gathered}[/tex]
therefore, the simplified expression is n^9
