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Find x satisfying the eqn log 4 +(1+\frac{1}{2x})log3 = log(\sqrt[x]{3}+27) ...
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Find the square of the sum of the roots of the eqn log_{3}x .log_{4}x.log_{5}x=log_{3}x.log_{4}x+log_{4}x.log_{5}x+log_{3}xlog_{5}x ...
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\frac{2}{log_{4}(2000)^{6}}+\frac{3}{log_{5}(2000)^{6}} ...