Solve. Separate multiple solutions with commas. Be sure to reduce all solutions completely.
9(g2+1)5=3(g3+g)−4\displaystyle \frac{{{9}{\left({g}^{{2}}+{1}\right)}}}{{5}}=\frac{{{3}{\left({g}^{{3}}+{g}\right)}}}{{-{{4}}}}59(g2+1)=−43(g3+g)
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