Question 665379
how do you solve (40n^6+30n^5+2n^4)/10n^2


This is NOT an equation, so there's NOTHING to solve. I can, however, SIMPLIFY the expression.


{{{(40n^6 + 30n^5 + 2n^4)/10n^2}}}


{{{(2n^2(20n^4 + 15n^3 + n^2))/10n^2}}} ------ Factoring out the common factor, {{{2n^2}}} in the numerator


{{{(cross(2)cross(n^2)(20n^4 + 15n^3 + n^2))/5cross(10)cross(n^2)}}}


{{{highlight_green(20n^4 + 15n^3 + n^2)/5)}}}, or {{{highlight_green(4n^4 + 3n^3 + n^2/5)}}},


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