3^2*([tex](\sqrt{3})^1/5*3^2*( \sqrt{3})^1/7)) = 3^(2 + 2)*3^(1/2*(1/5 + 1/7)) =\ 3^4*3^(1/2 * 12/35) = 3^4 * 3^(6/35) = 3^(4 + 6/35)
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3^2*([tex](\sqrt{3})^1/5*3^2*( \sqrt{3})^1/7)) = 3^(2 + 2)*3^(1/2*(1/5 + 1/7)) =\ 3^4*3^(1/2 * 12/35) = 3^4 * 3^(6/35) = 3^(4 + 6/35)