4lg2+3lg5-lg1/5
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4lg2+3lg5-lg1/54lg2+3lg5-lg1/54lg2+3lg5-lg1/54lg2+3lg5-lg1/5=lg2^4+lg5^3-lg5^(-1)=lg(2^4x5^3)/[5^(-1
4lg2+3lg5-lg1/5
4lg2+3lg5-lg1/5
4lg2+3lg5-lg1/5
4lg2+3lg5-lg1/5
=lg2^4+lg5^3-lg5^(-1)
=lg(2^4x5^3)/[5^(-1)]
=lg(2^4x5^4)
=lg(2x5)^4
=4lg10
=4