Simple...
you have:
2.) \(\frac{( 3n^{4} + 3n^{3} +n^{2} )}{ 3n^{2} }\)
Simplify it-->>>
\(\frac{ 3n^{2}+3n+1 }{3}\)
4.)\(\frac{ v^{5}+ 2v^{4} + v^{3} }{ v^{2} }\)
Simplify it-->>>
\(v^{3} + 2v^{2} +v\)
6.)\(\frac{ 2v^{3}+ 3v^{2} +2v }{4}\)
Factor it--->>>
\(\frac{v( 2v^{2}+3v+2 }{4}\)
8.)\(\frac{ 8m^{5}+ 2m^{4}+ 4m^{3} }{4m^{3} }\)
Simplify it-->>
\(\frac{ 4m^{2}+m+2 }{2}\)
10.)\(\frac{6n^{4}+ 8n^{3}+ 2n^{2} }{ 8n^{3} }\)
Simplify it-->>\(\frac{(3n+1)(n+1)}{4n}\)
Thus, your answer.
