3^(1+log3 6)+10^(3lg 3)+1/9^(log3 4)RT

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3^(1+log3 6)+10^(3lg 3)+1/9^(log3 4)RT

3^(1+log3 6)+10^(3lg 3)+1/9^(log3 4)RT
3^(1+log3 6)+10^(3lg 3)+1/9^(log3 4)
RT

3^(1+log3 6)+10^(3lg 3)+1/9^(log3 4)RT

=45又16分之1

解:原式==3^[1+log(3)2×3]+10^lg(3^3)+3^(-2)log(3)4=3^(2+log(3)2)+27+1/16=3^2×3^log(3)2+27+1/16,=9×2+27+1/16=18+27+1/16=45又1/16